From 5e6960f00e336a2b9f8f8d5ba16f16d275dcc162 Mon Sep 17 00:00:00 2001 From: Hayley Clevenger Date: Wed, 17 Jul 2024 15:29:58 -0400 Subject: [PATCH 01/49] made minimal changes to processing and inversion scripts; added several new scripts/functions to perform interpolations where GLOW data insufficient/inversion could not be performed; added in transformations/mapping onto regular grids; added functions to write GEMINI Q, E0 inputs --- src/asispectralinversion/asi_gemini.py | 80 ++++ .../asi_inversion_runscript.py | 19 + src/asispectralinversion/inversion.py | 437 +++++++++--------- src/asispectralinversion/preparation.py | 255 ++++++++++ src/asispectralinversion/preprocessing.py | 417 +++++++---------- src/asispectralinversion/transformation.py | 420 +++++++++++++++++ 6 files changed, 1148 insertions(+), 480 deletions(-) create mode 100644 src/asispectralinversion/asi_gemini.py create mode 100644 src/asispectralinversion/asi_inversion_runscript.py create mode 100644 src/asispectralinversion/preparation.py create mode 100644 src/asispectralinversion/transformation.py diff --git a/src/asispectralinversion/asi_gemini.py b/src/asispectralinversion/asi_gemini.py new file mode 100644 index 0000000..d91023f --- /dev/null +++ b/src/asispectralinversion/asi_gemini.py @@ -0,0 +1,80 @@ +from gemini3d.grid.convert import geog2geomag +import matplotlib.pyplot as plt +import os +import numpy as np +import h5py + + +def gemini_coord_transformation(dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid): + + # Call pygemini function for converting lon and lat from geodetic to gemini's magnetic coords + print("Converting from geodetic coordinates to GEMINI's internal magnetic coordinate system...") + gemini_mag_lon, gemini_mag_lat = geog2geomag(grid_lon, grid_lat) + + # Build grid (for plotting) + print("Creating geomagnetic grid for variables...") + #gemini_mag_lon_grid, gemini_mag_lat_grid = np.meshgrid(gemini_mag_lon, gemini_mag_lat) + + print("Lat, Lon array shapes: ") + print("Geodetic Lat, Lon: ", grid_lat.shape, " & ", grid_lon.shape) + print("GEMINI Geomagnetic Lat, Lon: ", gemini_mag_lat.shape, " & ", gemini_mag_lon.shape) + + + # Troubleshooting Plots - Visulaziation of what is about to get fed into GEMINI + plt.title('Map of Q in GEMINI Geomagnetic Coordinates') + plt.pcolormesh(gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, cmap='plasma') + #plt.pcolormesh(gemini_mag_lon_grid, gemini_mag_lat_grid, Q_smooth_grid, cmap='plasma') + plt.colorbar(label = 'W/m$^2$') + plt.xlabel('Geomagnetic Longitude') + plt.ylabel('Geomagnetic Latitude') + Q_fn = 'Q_geomag_gemini.png' + Q_out = os.path.join(outdir, Q_fn) + plt.savefig(Q_out) + plt.show() + + plt.title('Map of E0 in GEMINI Geomagnetic Coordinates') + plt.pcolormesh(gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, cmap='viridis') + plt.colorbar(label = 'eV') + plt.xlabel('Geomagnetic Longitude') + plt.ylabel('Geomagnetic Latitude') + E0_fn = 'E0_geomag_gemini.png' + E0_out = os.path.join(outdir, E0_fn) + plt.savefig(E0_out) + plt.show() + + plt.title('Map of SigP in GEMINI Geomagnetic Coordinates') + plt.pcolormesh(gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, cmap='magma') + plt.colorbar(label = 'mho ($\mho$)') + plt.xlabel('Geomagnetic Longitude') + plt.ylabel('Geomagnetic Latitude') + SigP_fn = 'SigP_geomag_gemini.png' + SigP_out = os.path.join(outdir, SigP_fn) + plt.savefig(SigP_out) + plt.show() + + plt.title('Map of SigH in GEMINI Geomagnetic Coordinates') + plt.pcolormesh(gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, cmap='cividis') + plt.colorbar(label = 'mho ($\mho$)') + plt.xlabel('Geomagnetic Longitude') + plt.ylabel('Geomagnetic Latitude') + SigH_fn = 'SigH_geomag_gemini.png' + SigH_out = os.path.join(outdir, SigH_fn) + plt.savefig(SigH_out) + plt.show() + + return dtdate, outdir, gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid + + +def write_asi_gemini(dtdate, outdir, gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid): + + out_fn = "gemini_Q_E0.h5" + + with h5py.File(outdir + out_fn, "w") as hdf: + hdf.create_dataset("gemini_mag_lon", data=gemini_mag_lon) + hdf.create_dataset("gemini_mag_lat", data=gemini_mag_lat) + hdf.create_dataset("Q_smooth_grid", data=Q_smooth_grid) + hdf.create_dataset("E0_smooth_grid", data=E0_smooth_grid) + hdf.create_dataset("SigP_smooth_grid", data=SigP_smooth_grid) + hdf.create_dataset("SigH_smooth_grid", data=SigH_smooth_grid) + + return dtdate, outdir, gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid diff --git a/src/asispectralinversion/asi_inversion_runscript.py b/src/asispectralinversion/asi_inversion_runscript.py new file mode 100644 index 0000000..ae35177 --- /dev/null +++ b/src/asispectralinversion/asi_inversion_runscript.py @@ -0,0 +1,19 @@ +from transformation import feed_data + +""" +Purpose of this script: + - top-level/run script for the entire process that takes you from GLOW lookup tables to Lompe and/or GEMINI conductivity inputs +""" + +# Inputs tweakable to user +date = '20230314' # date in the form of YYYYMMDD +maglatsite = 65.8 # site of camera in magnetic latitude +folder = '/Users/clevenger/Projects/data_assimilation/march_14/input_data/ASI/' # folder where GLOW inverted data is stored +outdir = '/Users/clevenger/Projects/asi_inversion/hc_fork/asi_inversion_outputs/single_frame/mar_14/' # output directory for plots and h5 files + +# Main function call +feed_data(date, maglatsite, folder, outdir) + +# Adding in optional stuff to create output files that can be used specicially for Lompe and GEMINI +#gemini = True +#lompe = True diff --git a/src/asispectralinversion/inversion.py b/src/asispectralinversion/inversion.py index 8c67cc5..3f4ccbe 100644 --- a/src/asispectralinversion/inversion.py +++ b/src/asispectralinversion/inversion.py @@ -1,33 +1,48 @@ import numpy as np -import matplotlib.pyplot as plt import scipy.integrate import scipy.interpolate import glob -# Height-integrate a 3d conductivity datacube to get a 2d conductance matrix -# Accounts for magnetic field angle from vertical to first order -def sig_integrator(sigmat,altvec,maglat): +def sig_integrator(sigmat, altvec, maglat): + """ + Purpose: + - height-integrates a 3d conductivity datacube to get a 2d conductance matrix + - accounts for magnetic field angle from vertical to first order + """ + # Cumulative trapezoidal integration - Sigmat = scipy.integrate.cumtrapz(sigmat,altvec/100,axis=0)[-1] + Sigmat = scipy.integrate.cumtrapz(sigmat, altvec / 100, axis = 0)[-1] + # First order account for magnetic field angle from vertical - Sigmat /= np.sin(maglat*np.pi/180) + Sigmat /= np.sin(maglat * np.pi / 180) + return Sigmat -# Given a set of filenames, reads in the GLOW lookup tables and packages them into a struct -def load_lookup_tables(fname_red, fname_green, fname_blue, fname_sigp, fname_sigh, maglat, plot=True): - # Read in: run parameters,Q vector, E0 vector, green brightness matrix from bin file - params, Qvec, E0vec, greenmat = process_brightbin(fname_green,plot=plot) - # Read in red and blue brightness matrices from bin files - _, _, _, redmat = process_brightbin(fname_red,plot=plot) - _, _, _, bluemat = process_brightbin(fname_blue,plot=plot) - # Read in altitude vector and Pedersen conductivity datacube from bin file + +def load_lookup_tables(fname_red, fname_green, fname_blue, fname_sigp, fname_sigh, maglat, plot = True): + """ + Purpose: + - given a set of filenames, reads in the GLOW lookup tables and packages them into a struct + """ + + # Read in: run parameters, Q vector, E0 vector, green brightness matrix from bin file + params, Qvec, E0vec, greenmat = process_brightbin(fname_green, plot=plot) + + # Read in: red and blue brightness matrices from bin files + _, _, _, redmat = process_brightbin(fname_red, plot = plot) + _, _, _, bluemat = process_brightbin(fname_blue, plot = plot) + + # Read in: altitude vector and Pedersen conductivity datacube from bin file _, _, _, altvec, sigPmat = process_sig3dbin(fname_sigp) - # Read in Hall conductivity datacube from bin file + + # Read in: Hall conductivity datacube from bin file _, _, _, _, sigHmat = process_sig3dbin(fname_sigh) - # Height-integrate conductivity datacubes to get conductance. First order correction for magnetic field angle. + + # Height-integrate conductivity datacubes to get conductance - first order correction for magnetic field angle SigPmat = sig_integrator(sigPmat, altvec, maglat) SigHmat = sig_integrator(sigHmat, altvec, maglat) + # Put everything into a Python dict lookup_table = { 'Params': params, @@ -43,24 +58,29 @@ def load_lookup_tables(fname_red, fname_green, fname_blue, fname_sigp, fname_sig 'SigHmat': SigHmat } return lookup_table + -# Given a directory, reads in the GLOW lookup tables and packages them into a struct -def load_lookup_tables_directory(directory, maglat, plot=True): - fnamered = glob.glob(directory+'I6300*.bin')[0] - fnamegreen = glob.glob(directory+'I5577*.bin')[0] - fnameblue = glob.glob(directory+'I4278*.bin')[0] - fnameped = glob.glob(directory+'ped3d*.bin')[0] - fnamehall = glob.glob(directory+'hall3d*.bin')[0] +def load_lookup_tables_directory(folder, maglat, plot = True): + """ + Purpose: + - given a directory, reads in the GLOW lookup tables and packages them into a struct + """ + + fnamered = glob.glob(folder + 'I6300*.bin')[0] + fnamegreen = glob.glob(folder + 'I5577*.bin')[0] + fnameblue = glob.glob(folder + 'I4278*.bin')[0] + fnameped = glob.glob(folder + 'ped3d*.bin')[0] + fnamehall = glob.glob(folder + 'hall3d*.bin')[0] # Airglow data - fnamereda = glob.glob(directory+'airglow/'+'I6300*.bin')[0] - fnamegreena = glob.glob(directory+'airglow/'+'I5577*.bin')[0] - fnamebluea = glob.glob(directory+'airglow/'+'I4278*.bin')[0] - fnamepeda = glob.glob(directory+'airglow/'+'ped3d*.bin')[0] - fnamehalla = glob.glob(directory+'airglow/'+'hall3d*.bin')[0] - - v = load_lookup_tables(fnamered, fnamegreen, fnameblue, fnameped, fnamehall, maglat, plot=plot) - va = load_lookup_tables(fnamereda, fnamegreena, fnamebluea, fnamepeda, fnamehalla, maglat, plot=False) + fnamereda = glob.glob(folder +'I6300*.bin')[0] + fnamegreena = glob.glob(folder + 'I5577*.bin')[0] + fnamebluea = glob.glob(folder + 'I4278*.bin')[0] + fnamepeda = glob.glob(folder + 'ped3d*.bin')[0] + fnamehalla = glob.glob(folder + 'hall3d*.bin')[0] + + v = load_lookup_tables(fnamered, fnamegreen, fnameblue, fnameped, fnamehall, maglat, plot = plot) + va = load_lookup_tables(fnamereda, fnamegreena, fnamebluea, fnamepeda, fnamehalla, maglat, plot = False) v['redbright_airglow'] = va['redmat'] v['bluebright_airglow'] = va['bluemat'] v['greenbright_airglow'] = va['greenmat'] @@ -73,20 +93,24 @@ def load_lookup_tables_directory(directory, maglat, plot=True): return v -# Given RGB brightness arrays (calibrated, in Rayleighs) and a lookup table for the correct night, estimates E0 and Q -# Setting minE0 constrains uncertainty values in Q, since for some nights some strange stuff happens at the bottom of the lookup tables. -# We often assume that visual signatures are insignificant below 150 eV, but that parameter can be set lower or higher as desired -# The generous option sets Q,E0 to zero instead of NaN when inversion fails but certain conditions are met (very dim pixels) -def calculate_E0_Q_v2(redbright,greenbright,bluebright,inlookup_table,minE0=150,generous=False): + +def calculate_E0_Q_v2(redbright, greenbright, bluebright, inlookup_table, minE0 = 150, generous = False): + """ + Purpose: + - given RGB brightness arrays (calibrated, in Rayleighs) and a lookup table for the correct night, estimates E0 and Q + Notes: + - setting minE0 constrains uncertainty values in Q to account for non-physical quantities at the bottom of the lookup tables + - we often assume that visual signatures are insignificant below 150 eV, but that parameter can be set lower or higher as desired + - the 'generous' option sets Q, E0 to zero instead of NaN when inversion fails but certain conditions are met (very dim pixels) + """ # Subtract out background brightnesses from the lookup table: - lookup_table = inlookup_table.copy() lookup_table['redmat'] -= lookup_table['redbright_airglow'][0][0] lookup_table['greenmat'] -= lookup_table['greenbright_airglow'][0][0] lookup_table['bluemat'] -= lookup_table['bluebright_airglow'][0][0] - # Save the initial shape of arrays. They will be flattened and later reshaped back to this + # Save the initial shape of arrays - they will be flattened and later reshaped back to this shape = greenbright.shape # Reshape brightness arrays to vectors @@ -94,29 +118,34 @@ def calculate_E0_Q_v2(redbright,greenbright,bluebright,inlookup_table,minE0=150, greenvec = greenbright.reshape(-1) bluevec = bluebright.reshape(-1) - # Cuts off the lookup table appropriately + # Cut off the lookup table appropriately minE0ind = np.where(lookup_table['E0vec']>minE0)[0][0] # Estimates Q from blue brightness, along with error bars - qvec, maxqvec, minqvec = q_interp(lookup_table['bluemat'],lookup_table['Qvec'],lookup_table['E0vec'],bluevec,minE0ind=minE0ind,maxbluebright='auto',interp='linear',plot=False) + qvec, maxqvec, minqvec = q_interp(lookup_table['bluemat'], lookup_table['Qvec'], lookup_table['E0vec'], bluevec, minE0ind=minE0ind, maxbluebright='auto', interp='linear', plot=False) # Estimates E0 from red/green ratio and estimated Q value - e0vec = e0_interp_general(lookup_table['redmat']/lookup_table['greenmat'],lookup_table['Qvec'],lookup_table['E0vec'],(redvec/greenvec),qvec) - e0vecext1 = e0_interp_general(lookup_table['redmat']/lookup_table['greenmat'],lookup_table['Qvec'],lookup_table['E0vec'],(redvec/greenvec),maxqvec) - e0vecext2 = e0_interp_general(lookup_table['redmat']/lookup_table['greenmat'],lookup_table['Qvec'],lookup_table['E0vec'],(redvec/greenvec),minqvec) + e0vec = e0_interp_general(lookup_table['redmat'] / lookup_table['greenmat'], lookup_table['Qvec'], lookup_table['E0vec'], (redvec / greenvec), qvec) + e0vecext1 = e0_interp_general(lookup_table['redmat'] / lookup_table['greenmat'], lookup_table['Qvec'], lookup_table['E0vec'], (redvec / greenvec), maxqvec) + e0vecext2 = e0_interp_general(lookup_table['redmat'] / lookup_table['greenmat'], lookup_table['Qvec'], lookup_table['E0vec'], (redvec / greenvec), minqvec) - mine0vec = np.minimum(e0vecext1,e0vecext2) - maxe0vec = np.maximum(e0vecext1,e0vecext2) + mine0vec = np.minimum(e0vecext1, e0vecext2) + maxe0vec = np.maximum(e0vecext1, e0vecext2) if generous: - qvec[np.where(bluevec np.amax(lookup_table['redmat']/lookup_table['greenmat']))] = 0#lookup_table['E0vec'][0] + qvec[np.where(bluevec np.amax(lookup_table['redmat'] / lookup_table['greenmat']))] = 0 + + return qvec.reshape(shape), e0vec.reshape(shape), minqvec.reshape(shape), maxqvec.reshape(shape), mine0vec.reshape(shape), maxe0vec.reshape(shape) - return qvec.reshape(shape),e0vec.reshape(shape),minqvec.reshape(shape),maxqvec.reshape(shape),mine0vec.reshape(shape),maxe0vec.reshape(shape) -# Deprecated -def calculate_E0_Q(redbright,greenbright,bluebright,lookup_table,minE0=150,generous=False): +def calculate_E0_Q(redbright, greenbright, bluebright, lookup_table, minE0 = 150, generous = False): + """ + Purpose: + - deprecated version of 'calculate_E0_Q_v2' + """ + # Save the initial shape of arrays. They will be flattened and later reshaped back to this shape = greenbright.shape @@ -129,28 +158,33 @@ def calculate_E0_Q(redbright,greenbright,bluebright,lookup_table,minE0=150,gener minE0ind = np.where(lookup_table['E0vec']>minE0)[0][0] # Estimates Q from blue brightness, along with error bars - qvec, maxqvec, minqvec = q_interp(lookup_table['bluemat'],lookup_table['Qvec'],lookup_table['E0vec'],bluevec,minE0ind=minE0ind,maxbluebright='auto',interp='linear',plot=False) - + qvec, maxqvec, minqvec = q_interp(lookup_table['bluemat'], lookup_table['Qvec'], lookup_table['E0vec'], bluevec, minE0ind = minE0ind, maxbluebright = 'auto', interp = 'linear', plot = False) + # Estimates E0 from red/green ratio and estimated Q value - e0vec = e0_interp_general(lookup_table['redmat']/lookup_table['greenmat'],lookup_table['Qvec'],lookup_table['E0vec'],(redvec/greenvec),qvec) - e0vecext1 = e0_interp_general(lookup_table['redmat']/lookup_table['greenmat'],lookup_table['Qvec'],lookup_table['E0vec'],(redvec/greenvec),maxqvec) - e0vecext2 = e0_interp_general(lookup_table['redmat']/lookup_table['greenmat'],lookup_table['Qvec'],lookup_table['E0vec'],(redvec/greenvec),minqvec) + e0vec = e0_interp_general(lookup_table['redmat'] / lookup_table['greenmat'], lookup_table['Qvec'], lookup_table['E0vec'], (redvec / greenvec), qvec) + e0vecext1 = e0_interp_general(lookup_table['redmat'] / lookup_table['greenmat'], lookup_table['Qvec'], lookup_table['E0vec'], (redvec / greenvec), maxqvec) + e0vecext2 = e0_interp_general(lookup_table['redmat'] / lookup_table['greenmat'], lookup_table['Qvec'], lookup_table['E0vec'], (redvec / greenvec), minqvec) - mine0vec = np.minimum(e0vecext1,e0vecext2) - maxe0vec = np.maximum(e0vecext1,e0vecext2) + mine0vec = np.minimum(e0vecext1, e0vecext2) + maxe0vec = np.maximum(e0vecext1, e0vecext2) if generous: - qvec[np.where(bluevec np.amax(lookup_table['redmat']/lookup_table['greenmat']))] = 0#lookup_table['E0vec'][0] + qvec[np.where(bluevec np.amax(lookup_table['redmat'] / lookup_table['greenmat']))] = 0 + + return qvec.reshape(shape), e0vec.reshape(shape), minqvec.reshape(shape), maxqvec.reshape(shape), mine0vec.reshape(shape), maxe0vec.reshape(shape) - return qvec.reshape(shape),e0vec.reshape(shape),minqvec.reshape(shape),maxqvec.reshape(shape),mine0vec.reshape(shape),maxe0vec.reshape(shape) -# Given a processed lookup table dict from load_lookup_tables and arrays of Q and E0, interpolates to calculate conductances -# The generous option tries to make sense of zeros in Q/E0 arrays by setting conductances to their minimum values -# Note that this function may throw an error when provided with a Q/E0 value that is nonzero but below the mininum entry in the table. -# This should be fixed soon! -Alex -def calculate_Sig(q,e0,lookup_table,generous=False): +def calculate_Sig(q, e0, lookup_table, generous = False): + """ + Purpose: + - given a processed lookup table dict from load_lookup_tables and arrays of Q and E0, interpolates to calculate conductances + Notes: + - the 'generous' option tries to make sense of zeros in Q/E0 arrays by setting conductances to their minimum values + - this function may throw an error when provided with a Q/E0 value that is nonzero but below the mininum entry in the table + """ + # Saves shape of input shape = q.shape @@ -159,8 +193,8 @@ def calculate_Sig(q,e0,lookup_table,generous=False): e0vec = e0.reshape(-1) # Linearly interpolates conductances - SigP_interp = scipy.interpolate.RegularGridInterpolator([lookup_table['E0vec'],lookup_table['Qvec']],lookup_table['SigPmat']) - SigH_interp = scipy.interpolate.RegularGridInterpolator([lookup_table['E0vec'],lookup_table['Qvec']],lookup_table['SigHmat']) + SigP_interp = scipy.interpolate.RegularGridInterpolator([lookup_table['E0vec'], lookup_table['Qvec']], lookup_table['SigPmat']) + SigH_interp = scipy.interpolate.RegularGridInterpolator([lookup_table['E0vec'], lookup_table['Qvec']], lookup_table['SigHmat']) # Initializes conductance vectors SigPout = np.zeros_like(qvec) @@ -170,7 +204,7 @@ def calculate_Sig(q,e0,lookup_table,generous=False): mask = (np.isnan(qvec) | np.isnan(e0vec)) | ((qvec == 0) | (e0vec == 0)) # Reshapes input to the format the interpolator wants - invec = np.asarray([e0vec[np.where(~mask)],qvec[np.where(~mask)]]).T + invec = np.asarray([e0vec[np.where(~mask)], qvec[np.where(~mask)]]).T # Puts NaNs where the interpolator would have failed SigPout[np.where(mask)] = np.nan @@ -187,141 +221,107 @@ def calculate_Sig(q,e0,lookup_table,generous=False): return SigPout.reshape(shape),SigHout.reshape(shape) - -# Process one of the GLOW brightness lookup tables -def process_brightbin(fname,plot=True): +def process_brightbin(fname, plot = True): + """ + Purpose: + - process one of the GLOW brightness lookup tables + """ + with open(fname) as f: - # Open file - recs = np.fromfile(f, dtype='float32') - # Parameters - params = recs[:20] - # Dimensions of Q,E0 - nq = int(recs[20]) - ne = int(recs[21]) - # Q vector and E0 vector - Qvec = recs[22:22+nq] - E0vec = recs[22+nq:22+nq+ne] - # Brightness matrix - bright = recs[22+nq+ne:].reshape(ne,nq) - # Pcolor as a sanity check - if plot: - plt.pcolormesh(Qvec,E0vec,bright,shading='auto') - plt.xlabel('Q') - plt.ylabel('E0') - plt.title(fname.split('/')[-1][1:5]) - plt.colorbar() - plt.show() - # Return data - return params,Qvec,E0vec,bright - -# Process one of the GLOW conductance lookup tables + recs = np.fromfile(f, dtype='float32') # open file + params = recs[:20] # parameters + nq = int(recs[20]) # dimensions of Q + ne = int(recs[21]) # dimensions of E0 + Qvec = recs[22: 22 + nq] # Q vector + E0vec = recs[22 + nq: 22 + nq + ne] # E0 vector + bright = recs[22 + nq + ne:].reshape(ne, nq) # brightness matrix + + return params, Qvec, E0vec, bright + + def process_sig3dbin(fname): + """ + Purpose: + - process one of the GLOW conductance lookup tables + """ + with open(fname) as f: - # Open file - recs = np.fromfile(f, dtype='float32') - # Parameters - params = recs[:20] - # Dimensions of Q,E0,alt - nq = int(recs[20]) - ne = int(recs[21]) - nalt = int(recs[22]) - # Q vector, E0 vector, alt vector - Qvec = recs[23:23+nq] - E0vec = recs[23+nq:23+nq+ne] - altvec = recs[23+nq+ne:23+nq+ne+nalt] - # Brightness data cube - sig3d = recs[23+nq+ne+nalt:].reshape(nalt,ne,nq) - # Return data - return params,Qvec,E0vec,altvec,sig3d - - -# Uses a GLOW lookup table to estimate Q from blue line brightness -# We also specify a minimum E0 index to crop the lookup table to. - -# Note that the uncertainty values returned are valid only under the assumption that -# true E0 is greater than or equal to the chosen cutoff - -# maxbluebright should be kept at 'auto' unless there's a good reason to change it. -# The Q interpolation has a built-in routine to estimate the max blue brightness that works well -# Changing maxbluebright only affects the error bars on returned Q, not Q itself -def q_interp(bright428,Qvec,E0vec,bluevec,minE0ind=0,maxbluebright='auto',interp='linear',plot=False): + + recs = np.fromfile(f, dtype='float32') # open file + + params = recs[:20] # parameters + nq = int(recs[20]) # dimensions of Q + ne = int(recs[21]) # dimensions of E0 + nalt = int(recs[22]) # dimensions of alt + Qvec = recs[23: 23 + nq] # Q vector + E0vec = recs[23 + nq: 23 + nq + ne] # E0 vector + altvec = recs[23 + nq + ne: 23 + nq + ne + nalt] # alt vector + sig3d = recs[23+nq+ne+nalt:].reshape(nalt,ne,nq) # brightness data cube + + return params, Qvec, E0vec, altvec, sig3d + + +def q_interp(bright428 ,Qvec, E0vec, bluevec, minE0ind=0, maxbluebright='auto', interp='linear', plot = False): + """ + Purpose: + - uses a GLOW lookup table to estimate Q from blue-line brightness + Notes: + - specify a minimum E0 index to crop the lookup table to + - the uncertainty values returned are valid only under the assumption that true E0 is greater than or equal to the chosen cutoff + - 'maxbluebright'' should be kept at 'auto' unless there's a good reason to change it - changing 'maxbluebright' only affects the error bars on returned Q, not Q itself + - the Q interpolation has a built-in routine to estimate the max blue brightness that works well + - this function recursively calls itself (once), when used with the 'auto' parameter for maxbluebright + """ + # Automatically estimate where the inversion table "runs out of room" for very bright blue values - # This involves a recursive evaluation... if maxbluebright == 'auto': - # Generate 50 blue brightnesses and invert to Q - # Note that this function recursively calls itself (once), when used with the 'auto' parameter for maxbluebright - # This lets it determine a reasonable bound for blue brightness, above which inversions may be inaccurate - testbluevec = np.linspace(0,np.amax(bright428),50) - _,testmaxqvec,_ = q_interp(bright428,Qvec,E0vec,testbluevec,minE0ind=minE0ind,maxbluebright=np.inf,interp=interp,plot=False) - # Find where the upper Q bound hits a ceiling, and mark it as the maximum blue brightness where upper Q bound can accurately be determined + # Generate 50 blue brightnesses and invert to Q + testbluevec = np.linspace(0, np.amax(bright428), 50) + _, testmaxqvec, _ = q_interp(bright428, Qvec, E0vec, testbluevec, minE0ind = minE0ind, maxbluebright = np.inf, interp = interp, plot = False) + + # Find where the upper Q bound hits a ceiling, and mark it as the maximum blue brightness where upper Q bound can accurately be determined medval = np.median(np.diff(testmaxqvec[np.where(~np.isnan(testmaxqvec))])) - firstbadind = np.where((np.diff(testmaxqvec)<(medval/2)))[0][0] + firstbadind = np.where((np.diff(testmaxqvec)<(medval / 2)))[0][0] maxbluebright = testbluevec[firstbadind] - if plot: - plt.scatter(testbluevec,testmaxqvec,color='black') - plt.scatter(testbluevec[firstbadind:],testmaxqvec[firstbadind:],color='red') - plt.title('Max possible Q, ceiling hit in red') - plt.xlabel('blue brightness') - plt.show() - + # Initialize vector of Q values qvec = [] + # Initialize vectors keeping track of max/min Q values due to lack of knowledge of E0 maxqvec = [] minqvec = [] - # Pcolor the whole lookup table - if plot: - plt.pcolormesh(Qvec,E0vec,bright428,shading='auto') - plt.xlabel('Q') - plt.ylabel('E0') - # Iterate through blue brightness data points for blue in bluevec: - # Initialize vector storing all possible values Q could take for the given blue brightness - qcross = [] - # Initialize vector keeping track of the corresponding E0s for those Q values - e0cross = [] + qcross = [] # initialize vector storing all possible values Q could take for the given blue brightness + e0cross = [] # initialize vector keeping track of the corresponding E0s for those Q values + # Iterate through all E0s and find the Qs that correspond to the blue brightness data point - for e0i in range(minE0ind,len(E0vec)): + for e0i in range(minE0ind, len(E0vec)): try: - if interp=='nearest': - qcross.append(Qvec[np.where(np.diff(np.sign(bright428[e0i,:]-blue)))[0][0]]) + if interp == 'nearest': + qcross.append(Qvec[np.where(np.diff(np.sign(bright428[e0i, :] - blue)))[0][0]]) e0cross.append(E0vec[e0i]) - # We linearly interpolate between Q values - elif interp=='linear': - # The index immediately before the interpolation range - guessind = np.where(np.diff(np.sign(bright428[e0i,:]-blue)))[0][0] - # The forward difference slope of brightness vs Q for this index - m = (bright428[e0i,guessind+1] - bright428[e0i,guessind])/(Qvec[guessind+1]-Qvec[guessind]) - # The interpolated value of Q - qi = (blue-bright428[e0i,guessind])/m + Qvec[guessind] + + elif interp == 'linear': # linearly interpolate between Q values + guessind = np.where(np.diff(np.sign(bright428[e0i, :] - blue)))[0][0] # the index immediately before the interpolation range + m = (bright428[e0i,guessind+1] - bright428[e0i,guessind]) / (Qvec[guessind + 1] - Qvec[guessind]) # the forward difference slope of brightness vs Q for this index + qi = (blue - bright428[e0i, guessind]) / m + Qvec[guessind] # the interpolated value of Q qcross.append(qi) e0cross.append(E0vec[e0i]) - except: - # no Q consistent with this E0 - pass + except: # no Q consistent with this E0 + pass qcross = np.asarray(qcross) - # If at least one valid solution was found - if len(qcross)>0: - # We take the Q value for very high E0 - qvec.append(qcross[-1]) - # We keep track of how much error we may have accrued by choosing that value - if blue>maxbluebright: + if len(qcross)>0: # if at least one valid solution was found + qvec.append(qcross[-1]) # take the Q value for very high E0 + if blue>maxbluebright: # keep track of how much error we may have accrued by choosing that value maxqvec.append(np.nan) else: maxqvec.append(np.amax(qcross)) minqvec.append(np.amin(qcross)) - # Plot the curves of possible Q solutions for each data point. - # For large-dimensional input, this gets busy/useless/slow pretty fast! - if plot: - plt.plot(qcross,e0cross) - plt.scatter(qcross[-1],e0cross[np.argmin(np.abs(qcross-qcross[-1]))],color='black',s=50) - # If no good solution was found - else: - # Extremely dim pixel - if blue < np.amin(bright428): + else: # if no good solution was found + if blue < np.amin(bright428): # extremely dim pixel qvec.append(0.) maxqvec.append(Qvec[0]) minqvec.append(0.) @@ -329,30 +329,26 @@ def q_interp(bright428,Qvec,E0vec,bluevec,minE0ind=0,maxbluebright='auto',interp qvec.append(np.nan) maxqvec.append(np.nan) minqvec.append(np.nan) + + # Troubleshooting print statements - sizes of vecs - # Plot the minimum value of E0 considered for the inversion - if plot: - plt.plot([Qvec[0],Qvec[-1]],[E0vec[minE0ind],E0vec[minE0ind]],color='black',linewidth=5) - plt.title('Solution sets for a given blue line brightness ') - - return np.asarray(qvec),np.asarray(maxqvec),np.asarray(minqvec) - + return np.asarray(qvec), np.asarray(maxqvec), np.asarray(minqvec) -# Interpolates E0 from a "general" lookup table, aka any function F(Qvec,E0vec). -# We highly recommend that this be used with the table red_brightness/green_brightness. -# If you specify degen_bounds = [min_E0, max_E0], they will be used in the event of a degeneracy -# (multiple valid E0 values found). In the event that the degeneracy is not resolved, E0 will -# be set to NaN. -def e0_interp_general(testmat,Qvec,E0vec,testvec,qinvec,degen_bounds=None): - e0out = [] - - - # indvec = np.asarray([np.argmin(np.abs(Qvec-qin)) for qin in qinvec]) +def e0_interp_general(testmat, Qvec, E0vec, testvec, qinvec, degen_bounds = None): + """ + Purpose: + - interpolates E0 from a "general" lookup table, aka any function F(Qvec,E0vec) + Notes: + - highly recommend that this be used with the table red_brightness/green_brightness + - if you specify 'degen_bounds = [min_E0, max_E0]', they will be used in the event of a degeneracy (multiple valid E0 values found) + - in the event that the degeneracy is not resolved, E0 will be set to NaN + """ - # Closest Q index that undershoots the actual Q + e0out = [] indvec = [] - for qin in qinvec: + + for qin in qinvec: # closest Q index that undershoots the actual Q try: indvec.append(np.where(Qvec1: - # Multiple nontrivial crossings. We (maybe) cannot trust this result if (len(crossings)>2) or (np.diff(crossings)[0] != 1): - # print('bad, mult cross') - # print(E0vec[crossings]) - if degen_bounds == None: - #print('degenerate output') - # This crashes the evaluation of e0i guessind = np.nan - else: - # print('trying to break degeneracy') - # We attempt to resolve the degeneracy + else: #attempt to resolve the degeneracy crossings_mask = (E0vec[crossings]>degen_bounds[-1]) | (E0vec[crossings]=((step+1)**2)/2: - medi = np.median(imbingood) + imbin = im[i: i + step + 1, j: j + step + 1] # extract patch + imbingood = imbin[np.where(~np.isnan((lon + lat)[i: i + step + 1, j: j + step + 1]))] # all the valid brightnesses in the patch + if len(imbingood)>=((step+1)**2)/2: # discard patch if it is more than half invalid. + medi = np.median(imbingood) medvec.append(medi) - else: + else: # otherwise, calculate the median continue medvec = np.asarray(medvec) - #print(len(medvec)) + # Choose a maximum cutoff brightness, using quantiles or a specified absolute brightness + medbright = np.sort(medvec)[1] # we will have at least two patches kept - #medbright = np.quantile(medvec,0.0002) - # We will have at least two patches kept - medbright = np.sort(medvec)[1] + # Construct a list of all the brightness points from patches below the max brightness cutoff + imvec = [] # Vector keeping track of all pixels from patches dimmer than medbright - # Now we construct a list of all the brightness points from patches below the max brightness cutoff - # When plotting is on, we color the patches - - # Vector keeping track of all pixels from patches dimmer than medbright: - imvec = [] - # Plot image - if plot: - plt.pcolor(lon,lat,im) # Find sufficiently dim patches for i in rowinds: for j in colinds: - # Extract patches as before - imbin = im[i:i+step+1,j:j+step+1] - imbingood = imbin[np.where(~np.isnan((lon+lat)[i:i+step+1,j:j+step+1]))] - # Patch is more than half invalid - if len(imbingood) < ((step+1)**2)/2: + imbin = im[i: i + step + 1 , j: j + step + 1] # extract patches as before + imbingood = imbin[np.where(~np.isnan((lon + lat)[i: i + step + 1, j: j + step + 1]))] + if len(imbingood) < ((step+1)**2)/2: # patch is more than half invalid continue - # Patch is dim enough - if np.median(imbingood) <= medbright: - if plot: - # Scatter the patch's pixels - plt.scatter(lon[i:i+step+1,j:j+step+1][np.where(~np.isnan(imbin))].reshape(-1),lat[i:i+step+1,j:j+step+1][np.where(~np.isnan(imbin))].reshape(-1),s=0.5) - # Add the pixels to imvec + if np.median(imbingood) <= medbright: # patch is dim enough imvec.extend(list(imbingood)) imvec = np.asarray(imvec) - plt.show() - ################################################################ - ################################################################ + # Bin up the brightnesses to make a histogram + bins = np.arange(np.amin(imvec), np.amax(imvec) + 1) # choose the bins as integer numbers of counts + plotbins = np.arange(np.amin(imvec), np.amax(imvec) + 5, 5) + bincenters = [np.mean(bins[i: i + 2]) for i in range(len(bins) - 1)] # centers of bins - # We now bin up the brightnesses to make a histogram - # We choose the bins as integer numbers of counts - bins = np.arange(np.amin(imvec),np.amax(imvec)+1) - # For plotting/initial guesses, points are binned more aggressively so the trend is clearer - plotbins = np.arange(np.amin(imvec),np.amax(imvec)+5,5) - # Centers of bins - bincenters = [np.mean(bins[i:i+2]) for i in range(len(bins)-1)] - plotbincenters = [np.mean(plotbins[i:i+2]) for i in range(len(plotbins)-1)] # Histogram for fitting - hist,_ = np.histogram(imvec,bins) + hist, _ = np.histogram(imvec, bins) hist = np.asarray(hist) + # Histogram for plotting/initial guesses - plothist,_ = np.histogram(imvec,plotbins) + plothist, _ = np.histogram(imvec, plotbins) plothist = np.asarray(plothist) + # An initial guess of the center of the brightness distribution centerguess = np.median(imvec) - #print('guess bg='+str(centerguess)) - # An initial guess at the width of the distribution, found by assuming it to be gaussian and finding the - # crossing point of half max on the lower brightness end - #sigguess = (plotbincenters[np.argmax(plothist)] - plotbincenters[np.where(plothist >= np.amax(plothist)/3)[0][0]])/np.sqrt(np.log(3)) - sigguess = estimate_sigma(im[np.where(~np.isnan(lon+lat))]) - #print('sigguess='+str(sigguess)) - #print('guess peak='+str(np.amax(plothist)/5)) - # Plot histograms and initial guess gaussian - if plot: - plt.scatter(plotbincenters,plothist) - plt.scatter(bincenters,5*hist,s=2) - plt.plot(bins,5*gauss(bins,np.amax(plothist)/5,centerguess,sigguess),'--',linewidth=1) - - plt.xlim(np.amin(imvec)-10,np.amax(imvec)+10) - - plt.title('noise fit') - - # We fit histogram to a gaussian curve + sigguess = estimate_sigma(im[np.where(~np.isnan(lon + lat))]) # Initialize binary to keep track of whether the fit was successful fitfailed = False try: - [peak,cent,sig] = scipy.optimize.curve_fit(gauss,bincenters,hist,p0=[np.amax(plothist)/5,centerguess,sigguess])[0] + [peak, cent, sig] = scipy.optimize.curve_fit(gauss, bincenters, hist, p0=[np.amax(plothist) / 5, centerguess, sigguess])[0] except: - # Fit failed print('Fit failed!') fitfailed = True + # Range of the data - hrange = bins[-1]-bins[0] + hrange = bins[-1] - bins[0] + # Sanity check on parameters - they are almost surely wrong if they fail this - if (sig>(hrange/2)) | ((cent-centerguess)>(hrange/4)) : + if (sig>(hrange/2)) | ((cent-centerguess)>(hrange/4)): print('Fit failed!') fitfailed = True - # If the fit failed + if fitfailed: - # We keep the median estimate for background brightness - cent = np.copy(centerguess) - # Skimage noise estimate - sig = sigguess + cent = np.copy(centerguess) # keep the median estimate for background brightness + sig = sigguess # skimage noise estimate - print('bg='+str(cent)) - print('sig='+str(sig)) - - if plot: - # Plot the best guess gaussian - if ~fitfailed: - plt.plot(bins,5*gauss(bins,peak,cent,sig)) - plt.show() - # Plot the image on a balanced colormap where white is the background brightness we found - # Possibly useful to assess validity of results - plt.pcolor(lon,lat,im,vmin=cent-4*sig,vmax=cent+4*sig,cmap='seismic') - plt.colorbar() - plt.title('white is fitted background brightness') - plt.show() - return cent,sig - + print('bg=' + str(cent)) + print('sig=' + str(sig)) + return cent, sig + + def background_brightness_corners(im,lon,lat,plot=True): + """ + Purpose: + - given an unmapped image, uses corners of sky to estimate background brightness + and gaussian noise level + """ + # A gaussian function def gauss(x, A, x0, sigma): return A * np.exp(-(x - x0) ** 2 / (2 * sigma ** 2)) imvec = im[np.where(np.isnan(lon+lat))] - - ################################################################ - ################################################################ - # We now bin up the brightnesses to make a histogram - # We choose the bins as integer numbers of counts - bins = np.arange(np.amin(imvec),np.amax(imvec)+1) - bincenters = [np.mean(bins[i:i+2]) for i in range(len(bins)-1)] - hist,_ = np.histogram(imvec,bins) + # Bin up the brightnesses to make a histogram + bins = np.arange(np.amin(imvec), np.amax(imvec) + 1) # choose the bins as integer numbers of counts + bincenters = [np.mean(bins[i: i + 2]) for i in range(len(bins) - 1)] + hist, _ = np.histogram(imvec, bins) # An initial guess of the peak of the brightness distribution - this is simply the mode of the histogram centerguess = bincenters[np.where(hist == np.amax(hist))[0][0]] - #print('guess bg='+str(centerguess)) - # An initial guess at the width of the distribution, found by assuming it to be gaussian and finding the - # crossing point of half max on the lower brightness end - sigguess = (centerguess - bincenters[np.where(hist >= np.amax(hist)/2)[0][0]])/np.sqrt(np.log(2)) - #print('sigguess='+str(sigguess)) - - # Plot histograms and initial guess gaussian - if plot: - plt.scatter(bincenters,hist) - plt.plot(bins,gauss(bins,np.amax(hist),centerguess,sigguess)) - plt.xlim(np.amin(imvec)-10,np.amax(imvec)+10) - plt.title('noise fit') - - # We fit the the histogram to a gaussian curve - [peak,cent,sig] = scipy.optimize.curve_fit(gauss,bincenters,hist,p0=[np.amax(hist),centerguess,sigguess])[0] - #print('bg='+str(cent)) - print('sig='+str(sig)) - - # Plot the image on a balanced colormap where white is the background brightness we found - # Possibly useful to assess validity of results - if plot: - plt.plot(bins,gauss(bins,peak,cent,sig)) - plt.show() - plt.pcolor(lon,lat,im,vmin=cent-3*sig,vmax=cent+3*sig,cmap='seismic') - plt.colorbar() - plt.title('white is fitted background brightness') - plt.show() - return cent,sig - -# Resample an image onto a uniform grid and denoise it -# Alex: this is confusing but to try to clarify... We want to project a red, green, and a blue image onto the same new uniform grid. -# To to that we specify a new uniform grid in mlon,mlat, resample our image onto it, then footpoint the grid to 110 km to match the convention we use. + # An initial guess at the width of the distribution, found by assuming it to be gaussian and finding the + sigguess = (centerguess - bincenters[np.where(hist >= np.amax(hist)/2)[0][0]])/np.sqrt(np.log(2)) # crossing point of half max on the lower brightness end + # Fit the the histogram to a gaussian curve + [peak, cent, sig] = scipy.optimize.curve_fit(gauss, bincenters, hist, p0=[np.amax(hist), centerguess, sigguess])[0] + print('sig=' + str(sig)) + + return cent, sig -# Takes in: image, date (for Apex footpointing), old geolon grid, old geolat grid, -# new maglon vector, new maglat vector, altitude in km of old map, blur width in degrees lon, blur width in degrees lat, plot -# Denoising is done through straightforward gaussian blurring - width_deg and NS_deg specify longitudinal and latitudinal gaussian widths -# in degrees, respectively. def gaussian_denoise_resample(im,date,lon,lat,newmlonvec,newmlatvec,mapalt_km,width_deg,NS_deg=0,background_method='patches',plot=True): - # Used for setting the bounds of plots - minlon = np.amin(lon[np.where(~np.isnan(lon))]) - maxlon = np.amax(lon[np.where(~np.isnan(lon))]) - - minlat = np.amin(lat[np.where(~np.isnan(lon))]) - maxlat = np.amax(lat[np.where(~np.isnan(lon))]) + """ + Purpose: + - resample an image onto a uniform grid and denoise it + - project a red, green, and a blue image onto the same new uniform grid + - specify a new uniform grid in mlon, mlat; resample image onto it, footpoint the grid to 110 km to match the convention used + - denoising is done through gaussian blurring + Takes in: + - image + - date (for Apex footpointing) + - old geolon grid + - old geolat grid + - new maglon vector + - new maglat vector + - altitude [km] of old map + - blur width in degrees lat + - blur width in degrees lon + - plot + """ # Set the date for apex coordinates A = Apex(date=date) # Convert - maglat, maglon = A.convert(lat.reshape(-1), np.mod(lon.reshape(-1),360), 'geo', 'apex', height=mapalt_km) + maglat, maglon = A.convert(lat.reshape(-1), np.mod(lon.reshape(-1), 360), 'geo', 'apex', height = mapalt_km) maglon = maglon.reshape(lon.shape) maglat = maglat.reshape(lon.shape) # Interpolate onto regular grid - regim,regmaglon,regmaglat = interpolate_reggrid(im,maglon,maglat,newmlonvec,newmlatvec) + regim, regmaglon, regmaglat = interpolate_reggrid(im, maglon, maglat, newmlonvec, newmlatvec) + # Find background brightness and estimated gaussian noise level if background_method=='patches': - bgbright,sig = background_brightness_darkpatches(im,lon,lat,plot=plot) + bgbright, sig = background_brightness_darkpatches(im, lon, lat, plot = plot) elif background_method=='corners': - bgbright,sig = background_brightness_corners(im,lon,lat,plot=plot) + bgbright, sig = background_brightness_corners(im, lon, lat, plot = plot) # Estimate sigma using skimage - sigma_est = estimate_sigma(im[np.where(~np.isnan(lon+lat))]) - print('skimage estimated sig='+str(sigma_est)) + sigma_est = estimate_sigma(im[np.where(~np.isnan(lon + lat))]) + print('skimage estimated sig=' + str(sigma_est)) - # Grid steps for our new footpointed grid - # Note that the new grid is very nearly Cartesian in footlat/footlon - dlon = np.mean(np.diff(regmaglon,axis=0)) - dlat = np.mean(np.diff(regmaglat,axis=1)) + # Grid steps for our new footpointed grid - the new grid is very nearly Cartesian in footlat/footlon + dlon = np.mean(np.diff(regmaglon, axis=0)) + dlat = np.mean(np.diff(regmaglat, axis=1)) # Denoise - # If we want to blur by a nonzero amount - if width_deg != 0: + if width_deg != 0: # longitudinal gaussian width regimfill = np.copy(regim) + # Fill in the region of the image that does not map to the sky with the background brightness value regimfill[np.where(np.isnan(regim))] = bgbright - - # Plot image in magnetic coords - if plot: - plt.pcolormesh(regmaglon,regmaglat,regimfill) - plt.title('Image in Mag Coords') - plt.show() # Blur E-W - regimblur = scipy.ndimage.gaussian_filter1d(regimfill,width_deg/dlon,axis=0) - if NS_deg != 0: - #print('blurring N-S!!!') + regimblur = scipy.ndimage.gaussian_filter1d(regimfill, width_deg / dlon, axis = 0) + + if NS_deg != 0: # latitudinal gaussian width # Blur N-S - regimblur = scipy.ndimage.gaussian_filter1d(np.copy(regimblur),NS_deg/dlat,axis=1) + regimblur = scipy.ndimage.gaussian_filter1d(np.copy(regimblur), NS_deg / dlat, axis = 1) regimblur[np.where(np.isnan(regim))] = np.nan - else: - # If EW blurring degrees == 0, we just return the resampled image + else: # if EW blurring degrees == 0, returns the resampled image regimblur = regim # Footpoint our new grid - lat110,lon110 = A.convert(regmaglat.reshape(-1), np.mod(regmaglon.reshape(-1),360), 'apex', 'geo', height=110) + lat110, lon110 = A.convert(regmaglat.reshape(-1), np.mod(regmaglon.reshape(-1), 360), 'apex', 'geo', height = 110) lat110 = lat110.reshape(regmaglat.shape) lon110 = lon110.reshape(regmaglon.shape) - - if plot: - plt.pcolor(lon,lat,im,vmin=np.amin(regimblur[np.where(~np.isnan(regimblur))]),vmax=np.amax(regimblur[np.where(~np.isnan(regimblur))])) - plt.title('original image') - plt.show() - - if width_deg != 0: - plt.pcolormesh(lon110,lat110,regimblur) - plt.xlim(minlon,maxlon) - plt.ylim(minlat,maxlat) - plt.title('blurred image') - plt.show() - return regimblur,regim,lon110,lat110,regmaglon,regmaglat,bgbright,sig - - -# Takes in: image, date (for Apex footpointing), old geolon grid, old geolat grid, -# new maglon vector, new maglat vector, altitude in km of old map, nshifts, plot - -# Denoising is done through Bayesian thresholding of a nearly shift-invariant discrete wavelet transform -# nshifts effectively parameterizes the shift-invariance, the larger it is set, the longer the function -# takes to run but the more shift invariant the wavelets are (better quality denoising). Its default value -# of 50 is already probably too high, one could reduce it to 30 with no problem. There is no good reason -# to set it <5, since that should take less than a second to run. - -def wavelet_denoise_resample(im,date,lon,lat,newmlonvec,newmlatvec,mapalt_km,nshifts=50,background_method='patches',plot=True): - # Used for setting the bounds of plots - minlon = np.amin(lon[np.where(~np.isnan(lon))]) - maxlon = np.amax(lon[np.where(~np.isnan(lon))]) - - minlat = np.amin(lat[np.where(~np.isnan(lon))]) - maxlat = np.amax(lat[np.where(~np.isnan(lon))]) - + return regimblur, regim, lon110, lat110, regmaglon, regmaglat, bgbright, sig + + +def wavelet_denoise_resample(im, date, lon, lat, newmlonvec, newmlatvec, mapalt_km, nshifts=50, background_method = 'patches', plot = True): + """ + Purpose: + - denoising is done through Bayesian thresholding of a nearly shift-invariant discrete wavelet transform + - 'nshifts' effectively parameterizes the shift-invariance, the larger it is set, the longer the function + takes to run but the more shift invariant the wavelets are (better quality denoising) + Takes in: + - image + - date (for Apex footpointing) + - old geolon grid + - old geolat grid + - new maglon vector + - new maglat vector + - altitude [km] of old map + - nshifts + - plot + """ + # Set the date for apex coordinates A = Apex(date=date) # Convert - maglat, maglon = A.convert(lat.reshape(-1), np.mod(lon.reshape(-1),360), 'geo', 'apex', height=mapalt_km) + maglat, maglon = A.convert(lat.reshape(-1), np.mod(lon.reshape(-1), 360), 'geo', 'apex', height = mapalt_km) maglon = maglon.reshape(lon.shape) maglat = maglat.reshape(lon.shape) # Interpolate original image onto regular grid - regim,regmaglon,regmaglat = interpolate_reggrid(im,maglon,maglat,newmlonvec,newmlatvec) + regim, regmaglon, regmaglat = interpolate_reggrid(im, maglon, maglat, newmlonvec, newmlatvec) + # Find background brightness and estimated gaussian noise level if background_method=='patches': - bgbright,sig = background_brightness_darkpatches(im,lon,lat,plot=plot) + bgbright, sig = background_brightness_darkpatches(im, lon, lat, plot = plot) elif background_method=='corners': - bgbright,sig = background_brightness_corners(im,lon,lat,plot=plot) + bgbright, sig = background_brightness_corners(im, lon, lat, plot = plot) # Estimate sigma using skimage - sigma_est = estimate_sigma(im[np.where(~np.isnan(lon+lat))]) - print('skimage estimated sig='+str(sigma_est)) + sigma_est = estimate_sigma(im[np.where(~np.isnan(lon + lat))]) + print('skimage estimated sig=' + str(sigma_est)) - # Grid steps for our new footpointed grid - # Note that the new grid is very nearly Cartesian in footlat/footlon - dlon = np.mean(np.diff(regmaglon,axis=0)) - dlat = np.mean(np.diff(regmaglat,axis=1)) + # Grid steps for our new footpointed grid - the new grid is very nearly Cartesian in footlat/footlon + dlon = np.mean(np.diff(regmaglon, axis = 0)) + dlat = np.mean(np.diff(regmaglat, axis = 1)) # Denoise - imdenoise = cycle_spin(im, func=denoise_wavelet, max_shifts=nshifts) - # Interpolate denoised image onto regular grid - regimdenoise,_,_ = interpolate_reggrid(imdenoise,maglon,maglat,newmlonvec,newmlatvec) + imdenoise = cycle_spin(im, func = denoise_wavelet, max_shifts = nshifts) + # Interpolate denoised image onto regular grid + regimdenoise, _, _ = interpolate_reggrid(imdenoise, maglon, maglat, newmlonvec, newmlatvec) ridnfill = np.copy(regimdenoise) + # Fill in the region of the image that does not map to the sky with the background brightness value ridnfill[np.where(np.isnan(regimdenoise))] = bgbright - # NEW!!!! DO A SMALL GAUSSIAN BLUR!!! - regimblur = scipy.ndimage.gaussian_filter1d(ridnfill,0.1/dlon,axis=0) - regimblur = scipy.ndimage.gaussian_filter1d(np.copy(regimblur),0.01/dlat,axis=1) + # Perform small gaussian blur + regimblur = scipy.ndimage.gaussian_filter1d(ridnfill, 0.1 / dlon, axis = 0) + regimblur = scipy.ndimage.gaussian_filter1d(np.copy(regimblur), 0.01 / dlat, axis = 1) regimblur[np.where(np.isnan(regimdenoise))] = np.nan - #regimblur = np.copy(regimdenoise) - + # Footpoint our new grid - lat110,lon110 = A.convert(regmaglat.reshape(-1), np.mod(regmaglon.reshape(-1),360), 'apex', 'geo', height=110) + lat110,lon110 = A.convert(regmaglat.reshape(-1), np.mod(regmaglon.reshape(-1),360), 'apex', 'geo', height = 110) lat110 = lat110.reshape(regmaglat.shape) lon110 = lon110.reshape(regmaglon.shape) - if plot: - plt.pcolor(lon,lat,im,vmin=np.amin(regimblur[np.where(~np.isnan(regimblur))]),vmax=np.amax(regimblur[np.where(~np.isnan(regimblur))])) - plt.title('original image') - plt.show() - - plt.pcolormesh(lon110,lat110,regimblur) - plt.xlim(minlon,maxlon) - plt.ylim(minlat,maxlat) - plt.title('denoised image') - plt.show() - return regimblur,regim,lon110,lat110,regmaglon,regmaglat,bgbright,sig + return regimblur, regim, lon110, lat110, regmaglon, regmaglat, bgbright, sig + -# Uses radioactive source calibrations to roughly convert counts-> rayleighs -# for the Poker DASC camera def to_rayleighs(redcutin,greencutin,bluecutin,redbg,greenbg,bluebg): - # Divide by integration time to get counts per second - - redcut = (np.copy(redcutin)-redbg)/1.5 - greencut = (np.copy(greencutin)-greenbg)/1 - bluecut = (np.copy(bluecutin)-bluebg)/1 + """ + Purpose: + - uses radioactive source calibrations to convert counts to rayleighs + - specific to the Poker DASC + """ - # Now use conversion factors, rayleighs / (counts/second) + # Divide by integration time to get counts per second + redcut = (np.copy(redcutin) - redbg) / 1.5 + greencut = (np.copy(greencutin) - greenbg) / 1 + bluecut = (np.copy(bluecutin) - bluebg) / 1 + # Conversion factors, rayleighs / (counts/second) redcut *= 23.8 greencut *= 24.2 bluecut *= 69.8 - return redcut,greencut,bluecut + return redcut, greencut, bluecut diff --git a/src/asispectralinversion/transformation.py b/src/asispectralinversion/transformation.py new file mode 100644 index 0000000..6803b77 --- /dev/null +++ b/src/asispectralinversion/transformation.py @@ -0,0 +1,420 @@ +import numpy as np +import scipy +from scipy.interpolate import NearestNDInterpolator +from apexpy import Apex +from scipy.interpolate import griddata +import matplotlib.pyplot as plt +from preparation import prepare_data +import os +from asi_gemini import gemini_coord_transformation +from asi_gemini import write_asi_gemini + +""" +Purpose of this script: + - takes energies and conductivities in geomagnetic coordinates on a regularized grid, + interpolating over NaN'd areas to handle non-physical GLOW results + - smooths over the interpolated area to handle coarse/sharp gradients that may have been + brought about by interpolating + - sets up a grid space for the actual area of interest for the data + - takes interpolated, smoothed energies and conductivities in geomagnetic + coordinates and transforms them onto a non-regularized geodetic grid + - regularizes the data onto a regularized geodetic grid +""" + +def interp_data(dtdate, outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH): + """ + Purpose: + - finds NaNs from inverted ASI data, masking over them + - interpolates over NaNs to fill in areas where GLOW inversion could not be performed + """ + + # Determine where NaNs are and mask over them + print("Finding NaNs...") + Q_mask = np.where(~np.isnan(qout)) + E0_mask = np.where(~np.isnan(e0out)) + SigP_mask = np.where(~np.isnan(SigP)) + SigH_mask = np.where(~np.isnan(SigH)) + + # Interpolate over masked area + print("Interpolating over NaN'd areas...") + Q_interp = NearestNDInterpolator(np.transpose(Q_mask), qout[Q_mask]) + E0_interp = NearestNDInterpolator(np.transpose(E0_mask), e0out[E0_mask]) + SigP_interp = NearestNDInterpolator(np.transpose(SigP_mask), SigP[SigP_mask]) + SigH_interp = NearestNDInterpolator(np.transpose(SigH_mask), SigH[SigH_mask]) + + # Make copies of the variables to maintain shapes/sizes + Q_filled = qout.copy() + E0_filled = e0out.copy() + SigP_filled = SigP.copy() + SigH_filled = SigH.copy() + + # Determine areas where NaNs are NOT + print("Filling in NaNs with interpolated values...") + Q_unmask = np.where(np.isnan(qout)) + E0_unmask = np.where(np.isnan(e0out)) + SigP_unmask = np.where(np.isnan(SigP)) + SigH_unmask = np.where(np.isnan(SigH)) + + # Apply interpolation to fill in the NaNs + Q_filled[Q_unmask] = Q_interp(np.transpose(Q_unmask)) + E0_filled[E0_unmask] = E0_interp(np.transpose(E0_unmask)) + SigP_filled[SigP_unmask] = SigP_interp(np.transpose(SigP_unmask)) + SigH_filled[SigH_unmask] = SigH_interp(np.transpose(SigH_unmask)) + + # Troubleshooting plots - INTERPOLATED DATA IN REGULARIZED GEOMAGNETIC COORDINATES + plt.title('Map of Q in Geomagnetic Coordinates (Interpolated)') + plt.pcolormesh(maglon_dec, maglat_dec, Q_filled, cmap='plasma') + plt.colorbar(label = 'W/m$^2$') + plt.xlabel('Geomagnetic Longitude') + plt.ylabel('Geomagnetic Latitude') + Q_fn = 'Q_geomag_interp.png' + Q_out = os.path.join(outdir, Q_fn) + plt.savefig(Q_out) + plt.show() + + plt.title('Map of E0 in Geomagnetic Coordinates (Interpolated)') + plt.pcolormesh(maglon_dec, maglat_dec, E0_filled, cmap='viridis') + plt.colorbar(label = 'eV') + plt.xlabel('Geomagnetic Longitude') + plt.ylabel('Geomagnetic Latitude') + E0_fn = 'E0_geomag_interp.png' + E0_out = os.path.join(outdir, E0_fn) + plt.savefig(E0_out) + plt.show() + + plt.title('Map of SigP in Geomagnetic Coordinates (Interpolated)') + plt.pcolormesh(maglon_dec, maglat_dec, SigP_filled, cmap='magma') + plt.colorbar(label = 'mho ($\mho$)') + plt.xlabel('Geomagnetic Longitude') + plt.ylabel('Geomagnetic Latitude') + SigP_fn = 'SigP_geomag_interp.png' + SigP_out = os.path.join(outdir, SigP_fn) + plt.savefig(SigP_out) + plt.show() + + plt.title('Map of SigH in Geomagnetic Coordinates (Interpolated)') + plt.pcolormesh(maglon_dec, maglat_dec, SigH_filled, cmap='cividis') + plt.colorbar(label = 'mho ($\mho$)') + plt.xlabel('Geomagnetic Longitude') + plt.ylabel('Geomagnetic Latitude') + SigH_fn = 'SigH_geomag_interp.png' + SigH_out = os.path.join(outdir, SigH_fn) + plt.savefig(SigH_out) + plt.show() + + return dtdate, outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled + + +def smooth_data(dtdate, outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled): + """ + Purpose: + - smoothes over interpolated areas to handle sharp gradients brought on by interpolation + """ + + # Set smoothing factors for smoothing process (setting either >1 distorts things) + smooth_1 = 0.5 # smoothing factor towards NaNs + smooth_2 = 0.1 # smoothing factor away from NaNs + + # Smooth over interpolated area + print("Smoothing interpolated data...") + Q_smooth = scipy.ndimage.gaussian_filter(Q_filled, sigma=(smooth_1, smooth_2)) + E0_smooth = scipy.ndimage.gaussian_filter(E0_filled, sigma=(smooth_1, smooth_2)) + SigP_smooth = scipy.ndimage.gaussian_filter(SigP_filled, sigma=(smooth_1, smooth_2)) + SigH_smooth = scipy.ndimage.gaussian_filter(SigH_filled, sigma=(smooth_1, smooth_2)) + + # Troubleshooting plots - INTERPOLATED AND SMOOTHED DATA IN REGULARIZED GEOMAGNETIC COORDINATES + plt.title('Map of Q in Geomagnetic Coordinates (Smoothed)') + plt.pcolormesh(maglon_dec, maglat_dec, Q_smooth, cmap='plasma') + plt.colorbar(label = 'W/m$^2$') + plt.xlabel('Geomagnetic Longitude') + plt.ylabel('Geomagnetic Latitude') + Q_fn = 'Q_geomag_smooth.png' + Q_out = os.path.join(outdir, Q_fn) + plt.savefig(Q_out) + plt.show() + + plt.title('Map of E0 in Geomagnetic Coordinates (Smoothed)') + plt.pcolormesh(maglon_dec, maglat_dec, E0_smooth, cmap='viridis') + plt.colorbar(label = 'eV') + plt.xlabel('Geomagnetic Longitude') + plt.ylabel('Geomagnetic Latitude') + E0_fn = 'E0_geomag_smooth.png' + E0_out = os.path.join(outdir, E0_fn) + plt.savefig(E0_out) + plt.show() + + plt.title('Map of SigP in Geomagnetic Coordinates (Smoothed)') + plt.pcolormesh(maglon_dec, maglat_dec, SigP_smooth, cmap='magma') + plt.colorbar(label = 'mho ($\mho$)') + plt.xlabel('Geomagnetic Longitude') + plt.ylabel('Geomagnetic Latitude') + SigP_fn = 'SigP_geomag_smooth.png' + SigP_out = os.path.join(outdir, SigP_fn) + plt.savefig(SigP_out) + plt.show() + + plt.title('Map of SigH in Geomagnetic Coordinates (Smoothed)') + plt.pcolormesh(maglon_dec, maglat_dec, SigH_smooth, cmap='cividis') + plt.colorbar(label = 'mho ($\mho$)') + plt.xlabel('Geomagnetic Longitude') + plt.ylabel('Geomagnetic Latitude') + SigH_fn = 'SigH_geomag_interp.png' + SigH_out = os.path.join(outdir, SigH_fn) + plt.savefig(SigH_out) + plt.show() + + return dtdate, outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth + + +def transform_trim_data(dtdate, outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): + """ + Purpose: + - converts interpolated, inverted ASI data from geomagnetic (apex) to geodetic coordinates + - trims out data that falls outside of area of interest + - transforms this data onto a geodetic, non-regularized grid + """ + + # Set up Apex object info + print("Setting up Apex inputs...") + apex_date = dtdate + print("Making first actual Apex call...") + apex_object = Apex(date=apex_date) + + # Perform geomagnetic to geodetic coordinate conversion for whole data set + geo_lat_grid, geo_lon_grid = apex_object.convert(maglat_dec, maglon_dec, 'apex', 'geo', height=110) + + # Create mask for area of interest + filter_mask = (maglat_dec >= 64.5) & (maglat_dec <= 67.5) & (maglon_dec >= -99.5) & (maglon_dec <= -83.5) + + # Apply mask to data + filtered_maglat_dec = maglat_dec[filter_mask] + filtered_maglon_dec = maglon_dec[filter_mask] + filtered_Q_smooth = Q_smooth[filter_mask] + filtered_E0_smooth = E0_smooth[filter_mask] + filtered_SigP_smooth = SigP_smooth[filter_mask] + filtered_SigH_smooth = SigH_smooth[filter_mask] + + # Perform geomagnetic to geodetic coordinate conversion for area of interest + filtered_geo_lat_grid, filtered_geo_lon_grid = apex_object.convert(filtered_maglat_dec, filtered_maglon_dec, 'apex', 'geo', height=110) + + # Troubleshooting Plots - WHOLE SPACE NON-REGULARIZED DATA IN GEODETIC COORDINATES + plt.title('Map of Q in Geodetic Coordinates (Irregular Grid)') + plt.pcolormesh(geo_lon_grid, geo_lat_grid, Q_smooth, cmap='plasma') + plt.colorbar(label = 'W/m$^2$') + plt.xlabel('Geodetic Longitude') + plt.ylabel('Geodetic Latitude') + Q_fn = 'Q_geod_irreg.png' + Q_out = os.path.join(outdir, Q_fn) + plt.savefig(Q_out) + plt.show() + + plt.title('Map of E0 in Geodetic Coordinates (Irregular Grid)') + plt.pcolormesh(geo_lon_grid, geo_lat_grid, E0_smooth, cmap='viridis') + plt.colorbar(label = 'eV') + plt.xlabel('Geodetic Longitude') + plt.ylabel('Geodetic Latitude') + E0_fn = 'E0_geod_irreg.png' + E0_out = os.path.join(outdir, E0_fn) + plt.savefig(E0_out) + plt.show() + + plt.title('Map of SigP in Geodetic Coordinates (Irregular Grid)') + plt.pcolormesh(geo_lon_grid, geo_lat_grid, SigP_smooth, cmap='magma') + plt.colorbar(label = 'mho ($\mho$)') + plt.xlabel('Geodetic Longitude') + plt.ylabel('Geodetic Latitude') + SigP_fn = 'SigP_geod_irreg.png' + SigP_out = os.path.join(outdir, SigP_fn) + plt.savefig(SigP_out) + plt.show() + + plt.title('Map of SigH in Geodetic Coordinates (Irregular Grid)') + plt.pcolormesh(geo_lon_grid, geo_lat_grid, SigH_smooth, cmap='cividis') + plt.colorbar(label = 'mho ($\mho$)') + plt.xlabel('Geodetic Longitude') + plt.ylabel('Geodetic Latitude') + SigH_fn = 'SigH_geod_irreg.png' + SigH_out = os.path.join(outdir, SigH_fn) + plt.savefig(SigH_out) + plt.show() + + return dtdate, outdir, maglon_dec, maglat_dec, geo_lon_grid, geo_lat_grid, filtered_maglon_dec, filtered_maglat_dec, filtered_Q_smooth, filtered_E0_smooth, filtered_SigP_smooth, filtered_SigH_smooth, filtered_geo_lat_grid, filtered_geo_lon_grid + + +def regularize_data(dtdate, outdir, maglon_dec, maglat_dec, geo_lon_grid, geo_lat_grid, filtered_maglon_dec, filtered_maglat_dec, filtered_Q_smooth, filtered_E0_smooth, filtered_SigP_smooth, filtered_SigH_smooth, filtered_geo_lat_grid, filtered_geo_lon_grid): + """ + Purpose: + - regularizes inverted, interpolated, smoothed, and transformed ASI data onto a regularized geodetic grid + """ + + # Create regular grid space + lat_min, lat_max = filtered_geo_lat_grid.min(), filtered_geo_lat_grid.max() + lon_min, lon_max = filtered_geo_lon_grid.min(), filtered_geo_lon_grid.max() + grid_lat, grid_lon = np.mgrid[lat_min:lat_max:100j, lon_min:lon_max:100j] + + # Interpolate/Regularize filtered data onto the regular grid + Q_smooth_grid = griddata((filtered_geo_lat_grid, filtered_geo_lon_grid), filtered_Q_smooth, (grid_lat, grid_lon), method='cubic') + E0_smooth_grid = griddata((filtered_geo_lat_grid, filtered_geo_lon_grid), filtered_E0_smooth, (grid_lat, grid_lon), method='cubic') + SigP_smooth_grid = griddata((filtered_geo_lat_grid, filtered_geo_lon_grid), filtered_SigP_smooth, (grid_lat, grid_lon), method='cubic') + SigH_smooth_grid = griddata((filtered_geo_lat_grid, filtered_geo_lon_grid), filtered_SigH_smooth, (grid_lat, grid_lon), method='cubic') + + filtered_geo_lat_grid = filtered_geo_lat_grid[~np.isnan(filtered_geo_lat_grid)] + filtered_geo_lon_grid = filtered_geo_lon_grid[~np.isnan(filtered_geo_lon_grid)] + + print("Creating geodetic regular grid...") + geodetic_lat_min = 63.5 + geodetic_lat_max = 68.5 + geodetic_lon_min = -102.5 + geodetic_lon_max = -80.5 + + geodetic_lat_res = 0.01 + geodetic_lon_res = 0.01 + + geodetic_lat_grid = np.arange(geodetic_lat_min, geodetic_lat_max + geodetic_lat_res, geodetic_lat_res) + geodetic_lon_grid = np.arange(geodetic_lon_min, geodetic_lon_max + geodetic_lon_res, geodetic_lon_res) + + lon_grid, lat_grid = np.meshgrid(geodetic_lon_grid, geodetic_lat_grid) + + # Troubleshooting Plots - INTERPOLATED, SMOOTHED, AND FILTERED + plt.title('Map of Q in Geodetic Coordinates') + plt.pcolormesh(grid_lon, grid_lat, Q_smooth_grid, cmap='plasma') + plt.colorbar(label = 'W/m$^2$') + plt.xlabel('Geodetic Longitude') + plt.ylabel('Geodetic Latitude') + Q_fn = 'Q_geod_reg.png' + Q_out = os.path.join(outdir, Q_fn) + plt.savefig(Q_out) + plt.show() + + plt.title('Map of E0 in Geodetic Coordinates') + plt.pcolormesh(grid_lon, grid_lat, E0_smooth_grid, cmap='viridis') + plt.colorbar(label = 'eV') + plt.xlabel('Geodetic Longitude') + plt.ylabel('Geodetic Latitude') + E0_fn = 'E0_geod_reg.png' + E0_out = os.path.join(outdir, E0_fn) + plt.savefig(E0_out) + plt.show() + + plt.title('Map of SigP in Geodetic Coordinates') + plt.pcolormesh(grid_lon, grid_lat, SigP_smooth_grid, cmap='magma') + plt.colorbar(label = 'mho ($\mho$)') + plt.xlabel('Geodetic Longitude') + plt.ylabel('Geodetic Latitude') + SigP_fn = 'SigP_geod_reg.png' + SigP_out = os.path.join(outdir, SigP_fn) + plt.savefig(SigP_out) + plt.show() + + plt.title('Map of SigH in Geodetic Coordinates') + plt.pcolormesh(grid_lon, grid_lat, SigH_smooth_grid, cmap='cividis') + plt.colorbar(label = 'mho ($\mho$)') + plt.xlabel('Geodetic Longitude') + plt.ylabel('Geodetic Latitude') + SigH_fn = 'SigH_geod_reg.png' + SigH_out = os.path.join(outdir, SigH_fn) + plt.savefig(SigH_out) + plt.show() + + return dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid + + +def smooth_reg_data(dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid): + """ + Purpose: + - smoothes over the edges of the trimmed grid from the initial given ASI data + """ + # Width of the edge regions to smooth over + sigma = 10 + edge_width = int(sigma) # 3 times the sigma value + + # Create a mask for the edges + edge_mask = np.zeros_like(Q_smooth_grid, dtype=bool) + edge_mask[:edge_width, :] = True + edge_mask[-edge_width:, :] = True + edge_mask[:, :edge_width] = True + edge_mask[:, -edge_width:] = True + + # Smooth each variable grid over the edges + Q_final = Q_smooth_grid.copy() + E0_final = E0_smooth_grid.copy() + SigP_final = SigP_smooth_grid.copy() + SigH_final = SigH_smooth_grid.copy() + + Q_final[edge_mask] = scipy.ndimage.gaussian_filter(Q_smooth_grid, sigma)[edge_mask] + E0_final[edge_mask] = scipy.ndimage.gaussian_filter(E0_smooth_grid, sigma)[edge_mask] + SigP_final[edge_mask] = scipy.ndimage.gaussian_filter(SigP_smooth_grid, sigma)[edge_mask] + SigH_final[edge_mask] = scipy.ndimage.gaussian_filter(SigH_smooth_grid, sigma)[edge_mask] + + # Troubleshooting Plots - INTERPOLATED, SMOOTHED, FILTERED, AND EDGE-SMOOTHED + plt.title('Map of Q in Geodetic Coordinates (Edges Smoothed)') + plt.pcolormesh(grid_lon, grid_lat, Q_final, cmap='magma') + plt.colorbar(label = 'W/m$^2$') + plt.xlabel('Geodetic Longitude') + plt.ylabel('Geodetic Latitude') + plt.title('Smoothed Q on Geodetic Grid') + Q_fn = 'Q_final.png' + Q_out = os.path.join(outdir, Q_fn) + plt.savefig(Q_out) + plt.show() + + plt.title('Map of E0 in Geodetic Coordinates (Edges Smoothed)') + plt.pcolormesh(grid_lon, grid_lat, E0_final, cmap='viridis') + plt.colorbar(label = 'eV') + plt.xlabel('Geodetic Longitude') + plt.ylabel('Geodetic Latitude') + E0_fn = 'E0_final.png' + E0_out = os.path.join(outdir, E0_fn) + plt.savefig(E0_out) + plt.show() + + plt.title('Map of SigP in Geodetic Coordinates (Edges Smoothed)') + plt.pcolormesh(grid_lon, grid_lat, SigP_final, cmap='plasma') + plt.colorbar(label = 'mho ($\mho$)') + plt.xlabel('Geodetic Longitude') + plt.ylabel('Geodetic Latitude') + SigP_fn = 'SigP_final.png' + SigP_out = os.path.join(outdir, SigP_fn) + plt.savefig(SigP_out) + plt.show() + + plt.title('Map of SigH in Geodetic Coordinates (Edges Smoothed)') + plt.pcolormesh(grid_lon, grid_lat, SigH_final, cmap='cividis') + plt.colorbar(label = 'mho ($\mho$)') + plt.xlabel('Geodetic Longitude') + plt.ylabel('Geodetic Latitude') + SigH_fn = 'SigH_final.png' + SigH_out = os.path.join(outdir, SigH_fn) + plt.savefig(SigH_out) + plt.show() + + + return dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_final, E0_final, SigP_final, SigH_final + + +def feed_data(date, maglatsite, folder, outdir): + """ + Purpose: + - pipeline for feeding processed, inverted ASI data into the series of functions in this script + """ + + # Call prepare_data from preparation.py to get the necessary inputs for everything in this script + dtdate, outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH = prepare_data(date, maglatsite, folder, outdir) + + # Call each of the functions in this script that talk to each other internally + dtdate, outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled = interp_data(dtdate, outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH) + + dtdate, outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth = smooth_data(dtdate, outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled) + + dtdate, outdir, maglon_dec, maglat_dec, geo_lon_grid, geo_lat_grid, filtered_maglon_dec, filtered_maglat_dec, filtered_Q_smooth, filtered_E0_smooth, filtered_SigP_smooth, filtered_SigH_smooth, filtered_geo_lat_grid, filtered_geo_lon_grid = transform_trim_data(dtdate, outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth) + + dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid = regularize_data(dtdate, outdir, maglon_dec, maglat_dec, geo_lon_grid, geo_lat_grid, filtered_maglon_dec, filtered_maglat_dec, filtered_Q_smooth, filtered_E0_smooth, filtered_SigP_smooth, filtered_SigH_smooth, filtered_geo_lat_grid, filtered_geo_lon_grid) + + dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_final, E0_final, SigP_final, SigH_final = smooth_reg_data(dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid) + + dtdate, outdir, gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid = gemini_coord_transformation(dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid) + + dtdate, outdir, gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid = write_asi_gemini(dtdate, outdir, gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid) + + print("Returning all necessary data to funnel into Lompe and GEMINI...") + return dtdate, outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH, grid_lon, grid_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid From c4e48034da4aff6ff5fb6190db8a5b844f49541f Mon Sep 17 00:00:00 2001 From: hayleyclev <114105668+hayleyclev@users.noreply.github.com> Date: Wed, 17 Jul 2024 15:48:33 -0400 Subject: [PATCH 02/49] Update README.md --- README.md | 14 +++++++++++++- 1 file changed, 13 insertions(+), 1 deletion(-) diff --git a/README.md b/README.md index b5f7187..0e472f9 100644 --- a/README.md +++ b/README.md @@ -3,4 +3,16 @@ Inverting precipitation spectra (Q and E0) from RGB all-sky imagery To install, download this repo, cd to src, and run "pip install ." to install the asispectralinversion library. -You can then follow along with minimalexample-airglow.ipynb to get an idea of how the library can be used! +Runscript using example data can be found in src/asispectralinversion/asi_inversion_runscript.py -- tweak inputs like your output directory and where you have ASI data/GLOW lookup tables saved: + +``` +from transformation import feed_data + +date = '20230314' # date in the form of YYYYMMDD +maglatsite = 65.8 # site of camera in magnetic latitude +folder = '/Users/clevenger/Projects/data_assimilation/march_14/input_data/ASI/' # folder where GLOW inverted data is stored +outdir = '/Users/clevenger/Projects/asi_inversion/hc_fork/asi_inversion_outputs/single_frame/mar_14/' # output directory for plots and h5 files + +feed_data(date, maglatsite, folder, outdir) + +``` From dd2d897df9fd02a329888e7a65ec1eaa8d12437b Mon Sep 17 00:00:00 2001 From: Hayley Clevenger Date: Wed, 7 Aug 2024 14:02:54 -0400 Subject: [PATCH 03/49] updates for time-varying asispectralinversion --- .../asispectralinversion_runscript.py | 34 ++ src/asispectralinversion/filing.py | 291 ++++++++++++ src/asispectralinversion/gemini_mapping.py | 133 ++++++ src/asispectralinversion/preparation.py | 62 +-- src/asispectralinversion/preprocessing.py | 4 +- src/asispectralinversion/transformation.py | 432 +++++++++--------- 6 files changed, 692 insertions(+), 264 deletions(-) create mode 100644 src/asispectralinversion/asispectralinversion_runscript.py create mode 100644 src/asispectralinversion/filing.py create mode 100644 src/asispectralinversion/gemini_mapping.py diff --git a/src/asispectralinversion/asispectralinversion_runscript.py b/src/asispectralinversion/asispectralinversion_runscript.py new file mode 100644 index 0000000..4024d11 --- /dev/null +++ b/src/asispectralinversion/asispectralinversion_runscript.py @@ -0,0 +1,34 @@ +from filing import file_data +from filing import process_grouped_files + +""" +Purpose of this script: + - This is the top-level run script to go through the entire process of: + - sorting ASI data inputs + - preprocessing images to denoise them + - invert imagery + GLOW lookup table to produce maps of Q, E0, SigmaP, and SigmaH + - perform a series of interpolations, smoothing, and transformations on these maps + - Inputs: + - date + - latitude of imager site + - wavelengths of imager filters + - file path to folder containing ASI PNGs and GLOW lookup tables + - file path to folder for storing outputs + - file path + name for txt file containing information about framerate/time between processed images + - Outputs: + - 2D maps (lat, lon) of Q, E0, SigmaP, and SigmaH for all times + - h5 files containing information about Q, E0, SigmaP, and Sigma H for all times in geodetic and geomagnetic coords + - txt file containing information about framerate/time between processed images +""" + +# Tweakable inputs +date = '20230319' # date in the form of YYYYMMDD +maglatsite = 65.8 # site of camera in magnetic latitude +lambdas = ['0428', '0558', '0630'] # wavelengths (nm) of imager filters +folder = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_inputs/asi/images/6ut/' # folder that holds all image files and GLOW outputs for an hour's worth of an event +base_outdir = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/6UT/' # output directory to store all output figures and h5s +output_file = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/6UT/time_ranges.txt' # output for txt file that shows time cadence + +# Main function calls to run through entire process +folder, base_outdir, grouped_files = file_data(folder, output_file, base_outdir) +process_grouped_files(date, maglatsite, folder, base_outdir, lambdas) \ No newline at end of file diff --git a/src/asispectralinversion/filing.py b/src/asispectralinversion/filing.py new file mode 100644 index 0000000..d33063b --- /dev/null +++ b/src/asispectralinversion/filing.py @@ -0,0 +1,291 @@ +import numpy as np +import h5py +import os +from PIL import Image +import glob +import re +import shutil +from transformation import feed_data + +""" +Purpose of this script: + - handle input data + - GLOW lookup table for a specific hour of an event + - ASI PNGs from Don's archive (http://optics.gi.alaska.edu/amisr_archive/PKR/DASC/PNG/) + - gets everything into a nice h5 format before preprocessing and inversion + - contains main function call that feeds processed h5 files into inversion pipeline +""" + +def sort_pngs(folder): + """ + Moves PNG files into subfolders based on the wavelength in their filenames. + """ + + print("Sorting PNGs...") + + # Creating pattern to read PNG files and sort them + os.chdir(folder) # go into folder + files = os.listdir(folder) # pulls all files in directory (should just be PNGs for the hour) + pattern = re.compile(r'_(\d{4})\.png$') # sort by wavelength + + for file in files: + if file.endswith('.png'): # pull anything with PNG extension (should be everything in folder) + match = pattern.search(file) # pull wavelength from filename + if match: + wavelength = match.group(1) + subfolder = wavelength + if not os.path.exists(subfolder): # create subfolder for all wavelengths + os.makedirs(subfolder) + shutil.move(file, os.path.join(subfolder, file)) # move PNGs into respective wavelenght subfolder + + return folder + + +def png_2_h5(folder): + """ + Purpose: + - reads sorted PNG files + - creates a new subfolder to store hdf5 files + - converts each PNG file into an hdf5 file + - stores converted files into new hdf5 folder + """ + + print("Converting PNGs to HDF5s...") + + lambdas = ['0630', '0558', '0428'] # red, green, blue wavelengths + h5_dirs = [] # initalize empty directory + + # Go by each wavelength subfolder + for lam in lambdas: + lambda_folder = os.path.join(folder, lam) + h5_folder = os.path.join(lambda_folder, 'h5_files') + os.makedirs(h5_folder, exist_ok=True) # bypass if already exists, make if not + h5_dirs.append(h5_folder) + + # Process PNG files + for file in os.listdir(lambda_folder): + if file.endswith('.png'): # pulls all files with PNG extension + src_file = os.path.join(lambda_folder, file) + h5_file = os.path.join(h5_folder, file.replace('.png', '.h5')) + + # Convert PNG to numpy array + with Image.open(src_file) as img: + img_array = np.array(img) + + # Write numpy array to HDF5 file + with h5py.File(h5_file, 'w') as h5: + h5.create_dataset('data', data=img_array) + + return folder + + +def group_frames(folder): + """ + Purpose: + - groups H5 files by threes, renames them sequentially, and saves them into respective wavelength folders. + """ + + print("Grouping frames for co-adding...") + + lambdas = ['0630/h5_files/', '0558/h5_files/', '0428/h5_files/'] # red, green, blue wavelengths, but with subfolder + for lam in lambdas: + folder_lam = os.path.join(folder, lam) + + # Check if directory exists (do not want to duplicate from prev function call) + if not os.path.isdir(folder_lam): + continue + + # List all h5 files in the directory and sort them by date/time based on filename + h5_list = sorted(glob.glob(os.path.join(folder_lam, '*_*.h5')), key=lambda x: re.search(r'_(\d{8}_\d{6})', x).group(1) if re.search(r'_(\d{8}_\d{6})', x) else '') + + # Group into 3 h5s for 3 frames to later co-add + grouped_h5 = [h5_list[i: i + 3] for i in range(0, len(h5_list), 3)] + + # Rename grouped h5 files (so regardless of wavelength, they conveniently share the same fn based on group number) + for idx, files in enumerate(grouped_h5, start=1): + if len(files) == 3: + grouped = 'grouped_h5_files/' + folder_grouped = os.path.join(folder_lam, grouped) + os.makedirs(folder_grouped, exist_ok=True) + output_h5 = os.path.join(folder_grouped, f"grouped_{idx}.h5") + + # Write the new grouped files + with h5py.File(output_h5, 'w') as h5: + for i, file in enumerate(files): + with h5py.File(file, 'r') as h5src: + # Copy data from source files to new combined file + data = h5src['data'][:] # shape of 512 x 512 + h5.create_dataset(f'frame_{i + 1}', data=data) + else: + continue + + return folder + + +def make_time_list(folder, output_file): + """ + Purpose: + - creates a list of time ranges from the files in the specified folder and saves it to a text file + """ + + print("Making list of time ranges between image captures...") + + lambdas = ['0428', '0558', '0630'] + file_lists = [] + + for lam in lambdas: + folder_lam = os.path.join(folder, lam) + file_list = sorted(glob.glob(os.path.join(folder_lam, '*_*.png')), key=lambda x: re.search(r'_(\d{8}_\d{6})', x).group(1)) + file_lists.append(file_list) + + grouped_files = [] + + for i in range(0, len(file_lists[0]), 3): + group = [] + for file_list in file_lists: + group.extend(file_list[i:i + 3]) + grouped_files.append(group) + + time_ranges = [] + + for idx, group in enumerate(grouped_files): + if len(group) == 9: # 3 frames per wavelength + times = [] + for file in group: + match = re.search(r'_(\d{8}_\d{6})', file) + if match: + time_str = match.group(1)[8:] + times.append(time_str) + if times: + min_time = min(times) + max_time = max(times) + range_str = f"{min_time}-{max_time}" + time_ranges.append(range_str) + + # Write the time ranges to a text file + with open(output_file, 'w') as f: + for time_range in time_ranges: + f.write(f"{time_range}\n") + + return time_ranges + + +def file_data(folder, output_file, base_outdir): + """ + Purpose: + - runs all filing processes from functions above + """ + + print("Running all data wrangling processes...") + + # Main function calls + folder = sort_pngs(folder) + folder = png_2_h5(folder) + folder = group_frames(folder) + make_time_list(folder, output_file) + + lambdas = ['0428/', '0558/', '0630/'] + grouped_files = [] + + for lam in lambdas: + lam_folder = os.path.join(folder, lam, 'h5_files') + h5_files = glob.glob(os.path.join(lam_folder, '*_*.h5')) + + # Sort h5s by timestamp in filenames + def get_timestamp(file): + match = re.search(r'_(\d{8}_\d{6})', file) + return match.group(1) if match else '' # just an empty string if nothing there + + h5_list = sorted(h5_files, key=get_timestamp) + + # Group into sets of 3 + grouped_h5 = [h5_list[i: i + 3] for i in range(0, len(h5_list), 3)] + + for files in grouped_h5: + if len(files) > 0: + times = [] + for file in files: + match = re.search(r'_(\d{8}_\d{6})', file) + if match: + time_str = match.group(1)[8:] + times.append(time_str) + + if times: + min_time = min(times) + max_time = max(times) + range_str = f"{min_time}-{max_time}" + grouped_files.append(os.path.join(lam_folder, f"{range_str}.h5")) + + return folder, base_outdir, grouped_files + + +def get_grouped_files(folder, lambdas): + """ + Purpose: + - pulls together all of the grouped files + """ + + grouped_files = {lam: sorted(glob.glob(os.path.join(folder, lam, 'h5_files', 'grouped_h5_files', '*.h5')), key=lambda x: int(re.search(r'_(\d+)', os.path.basename(x)).group(1))) for lam in lambdas} + + return grouped_files + + +def process_grouped_files(date, maglatsite, folder, base_outdir, lambdas): + """ + Purpose: + - pulls info from get_grouped_files and feeds all of the processed h5s into feed_data function + - this is what allows for the process to be time varying!! + """ + grouped_files = get_grouped_files(folder, lambdas) + + # Find the maximum number of groups across all wavelengths + max_groups = max(len(files) for files in grouped_files.values()) + + # Iterate over each group index - time varying!! + for idx in range(max_groups): + foi_files = {} + + for lam in lambdas: + if idx < len(grouped_files[lam]): + foi = grouped_files[lam][idx] + foi_files[lam] = os.path.join(lam, 'h5_files', 'grouped_h5_files', os.path.basename(foi)) + else: + foi_files[lam] = None # handle cases where there may be less files for some wavelengths + + # Ensure all necessary files collected before calling feed_data + if all(foi is not None for foi in foi_files.values()): + group_number = f"grouped_{idx + 1}_" + group_outdir = os.path.join(base_outdir, group_number) + os.makedirs(group_outdir, exist_ok=True) + + feed_data(date, maglatsite, folder, + foi_files['0428'], + foi_files['0558'], + foi_files['0630'], + group_outdir, + group_number) + else: + continue + + +def copy_h5(vtest): + """ + Purpose: + - copies an HDF5 structure to a python dict recursively + """ + + dicttest = {} + keyslist = list(vtest.keys()) + for key in keyslist: + if type(vtest[key]) == h5py._hl.dataset.Dataset: + if vtest[key].shape[1] == 1: + if vtest[key].shape[0] == 1: + dicttest[key] = vtest[key][0][0] + else: + dicttest[key] = np.asarray(vtest[key]).flatten() + else: + dicttest[key] = np.asarray(vtest[key]) + else: + dicttest[key] = copy_h5(vtest[key]) + + return dicttest diff --git a/src/asispectralinversion/gemini_mapping.py b/src/asispectralinversion/gemini_mapping.py new file mode 100644 index 0000000..e28be1a --- /dev/null +++ b/src/asispectralinversion/gemini_mapping.py @@ -0,0 +1,133 @@ +from gemini3d.grid.convert import geog2geomag +import matplotlib.pyplot as plt +import numpy as np +import h5py +import scipy +import os + +asifn = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/6UT/grouped_1geodetic_Q_E0.h5' +outdir = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/6UT/grouped_1/' + +with h5py.File(asifn,"r") as h5: + lon = h5['Geodetic Longitude'][:] + lat = h5['Geodetic Latitude'][:] + Q = h5['Q'][:] + E0 = h5['E0'][:] + + print("Lat Shape: ") + print(lat.shape) + + print("Lon: ") + print(lon.shape) + + print("Q shape: ") + print(Q.shape) + + print("E0 shape: ") + print(E0.shape) + +# Call pygemini function for converting lon and lat from geodetic to gemini's magnetic coords +print("Converting from geodetic coordinates to GEMINI's internal magnetic coordinate system...") +#gemini_mag_lon, gemini_mag_lat = geog2geomag(grid_lon, grid_lat) +phi, theta = geog2geomag(lon, lat) + +# Q, E0 mag lat, lon sites (for source data) +gemini_mag_lon = phi * 180 / np.pi +gemini_mag_lat = 90 - (theta * 180 / np.pi) + +# Grid sampling steps / Creation of target grid/set of locations +mloni = np.linspace(gemini_mag_lon.min(), gemini_mag_lon.max(), Q.shape[0]) +mlati = np.linspace(gemini_mag_lat.min(), gemini_mag_lat.max(), Q.shape[1]) +MLONi, MLATi = np.meshgrid(mloni, mlati, indexing="ij") + +gemini_mag_lat_flat = gemini_mag_lat.flatten() +gemini_mag_lon_flat = gemini_mag_lon.flatten() +Q_flat = Q.flatten() +E0_flat = E0.flatten() + +Q_gridding = scipy.interpolate.griddata((gemini_mag_lon_flat, gemini_mag_lat_flat), Q_flat, (MLONi, MLATi), fill_value=0) +E0_gridding = scipy.interpolate.griddata((gemini_mag_lon_flat, gemini_mag_lat_flat), E0_flat, (MLONi, MLATi), fill_value=0) + +# Troubleshooting Plots - Visulaziation of what is about to get fed into GEMINI +plt.title('Map of Q in GEMINI Geomagnetic Coordinates') +plt.pcolormesh(gemini_mag_lon, gemini_mag_lat, Q, cmap='plasma') +plt.colorbar(label = 'mW/m$^2$') +plt.xlabel('Geomagnetic Longitude') +plt.ylabel('Geomagnetic Latitude') +Q_fn = 'Q_geomag_gemini.png' +Q_out = os.path.join(outdir, Q_fn) +plt.savefig(Q_out, dpi=300, bbox_inches='tight') +plt.show() + +plt.title('Map of E0 in GEMINI Geomagnetic Coordinates') +plt.pcolormesh(gemini_mag_lon, gemini_mag_lat, E0, cmap='viridis') +plt.colorbar(label = 'eV') +plt.xlabel('Geomagnetic Longitude') +plt.ylabel('Geomagnetic Latitude') +E0_fn = 'E0_geomag_gemini.png' +E0_out = os.path.join(outdir, E0_fn) +plt.savefig(E0_out, dpi=300, bbox_inches='tight') +plt.show() + +# Troubleshooting Plots - Visulaziation of what is about to get fed into GEMINI - Regridded +plt.title('Map of Q in GEMINI Geomagnetic Coordinates - Regridded') +plt.pcolormesh(MLONi, MLATi, Q_gridding, cmap='plasma') +plt.colorbar(label = 'mW/m$^2$') +plt.xlabel('Geomagnetic Longitude') +plt.ylabel('Geomagnetic Latitude') +Q_fn_rg = 'Q_geomag_gemini_regridded.png' +Q_out_rg = os.path.join(outdir, Q_fn_rg) +plt.savefig(Q_out_rg, dpi=300, bbox_inches='tight') +plt.show() + +plt.title('Map of E0 in GEMINI Geomagnetic Coordinates - Regridded') +plt.pcolormesh(MLONi, MLATi, E0_gridding, cmap='viridis') +plt.colorbar(label = 'eV') +plt.xlabel('Geomagnetic Longitude') +plt.ylabel('Geomagnetic Latitude') +E0_fn_rg = 'E0_geomag_gemini_regridded.png' +E0_out_rg = os.path.join(outdir, E0_fn_rg) +plt.savefig(E0_out_rg, dpi=300, bbox_inches='tight') +plt.show() + +ilatmin = np.argmin(abs(mlati - 63.5)) +ilatmax = np.argmin(abs(mlati - 68.5)) + +ilonmin=np.argmin(abs(mloni - 250.5)) +ilonmax = np.argmin(abs(mloni - 266.5)) + +Q_out = Q_gridding[ilonmin:ilonmax, ilatmin:ilatmax] +E0_out = E0_gridding[ilonmin:ilonmax, ilatmin:ilatmax] +lat_out = mlati[ilatmin:ilatmax] +lon_out = mloni[ilonmin:ilonmax] + +# Troubleshooting Plots - Visulaziation of what is about to get fed into GEMINI - Regridded +plt.title('Map of Q in GEMINI Format') +plt.pcolormesh(lon_out, lat_out, Q_out.transpose(), cmap='plasma', shading="gouraud") +plt.colorbar(label = 'mW/m$^2$') +plt.xlabel('Geomagnetic Longitude') +plt.ylabel('Geomagnetic Latitude') +Q_fn_gemini = 'Q_gemini_final.png' +Q_out_gemini = os.path.join(outdir, Q_fn_gemini) +plt.savefig(Q_out_gemini, dpi=300, bbox_inches='tight') +plt.show() + +plt.title('Map of E0 in GEMINI Format') +plt.pcolormesh(lon_out, lat_out, E0_out.transpose(), cmap='viridis', shading="gouraud") +plt.colorbar(label = 'eV') +plt.xlabel('Geomagnetic Longitude') +plt.ylabel('Geomagnetic Latitude') +E0_fn_gemini = 'E0_gemini_final.png' +E0_out_gemini = os.path.join(outdir, E0_fn_gemini) +plt.savefig(E0_out_gemini, dpi=300, bbox_inches='tight') +plt.show() + +print("Writing/saving file for Q, E0, SigP, and SigH in GEMINI's geomagnetic coordinates...") + +out_fn = "gemini_Q_E0_mlat_mlon.h5" + +with h5py.File(outdir + out_fn, "w") as hdf: + hdf.create_dataset("MLAT", data=lat_out) + hdf.create_dataset("MLON", data=lon_out) + hdf.create_dataset("Q", data=Q_out) + hdf.create_dataset("E0", data=E0_out) \ No newline at end of file diff --git a/src/asispectralinversion/preparation.py b/src/asispectralinversion/preparation.py index 5cd1b8a..d4cd74d 100644 --- a/src/asispectralinversion/preparation.py +++ b/src/asispectralinversion/preparation.py @@ -2,6 +2,7 @@ import matplotlib.pyplot as plt import h5py import datetime +import os from apexpy import Apex from inversion import load_lookup_tables_directory from inversion import calculate_E0_Q_v2 @@ -9,7 +10,7 @@ from preprocessing import gaussian_denoise_resample from preprocessing import to_rayleighs from inversion import calculate_Sig -import os +from filing import copy_h5 """ Purpose of this script: @@ -18,30 +19,7 @@ - returns Q, E0, SigmaP, and SigmaH in regularized, geomagnetic coordinates """ -def copy_h5(vtest): - """ - Purpose: - - copies an HDF5 structure to a python dict recursively - """ - - dicttest = {} - keyslist = list(vtest.keys()) - for key in keyslist: - if type(vtest[key]) == h5py._hl.dataset.Dataset: - if vtest[key].shape[1] == 1: - if vtest[key].shape[0] == 1: - dicttest[key] = vtest[key][0][0] - else: - dicttest[key] = np.asarray(vtest[key]).flatten() - else: - dicttest[key] = np.asarray(vtest[key]) - else: - dicttest[key] = copy_h5(vtest[key]) - - return dicttest - - -def prepare_data(date, maglatsite, folder, outdir): +def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_outdir, group_number): """ Purpose: - prepares Q, E0, SigP, and SigH given ASI data @@ -56,26 +34,26 @@ def prepare_data(date, maglatsite, folder, outdir): background_method = 'patches' # set to 'patches' or 'corners' v = load_lookup_tables_directory(folder, maglatsite) - - redims = copy_h5(h5py.File(folder + 'reddata.mat')) - greenims = copy_h5(h5py.File(folder + 'greendata.mat')) - blueims = copy_h5(h5py.File(folder + 'bluedata.mat')) + + redims = copy_h5(h5py.File(folder + '/' + foi_0630)) + greenims = copy_h5(h5py.File(folder + '/' + foi_0558)) + blueims = copy_h5(h5py.File(folder + '/' + foi_0428)) vskymap = copy_h5(h5py.File(folder + 'skymap.mat')['magnetic_footpointing']) skymapred = [vskymap['180km']['lat'], vskymap['180km']['lon']] skymapgreen = [vskymap['110km']['lat'], vskymap['110km']['lon']] skymapblue = [vskymap['107km']['lat'], vskymap['107km']['lon']] - greenimcoadd = (greenims['frame1'] + greenims['frame2'] + greenims['frame3']) / 3 - blueimcoadd = (blueims['frame1'] + blueims['frame2'] + blueims['frame3']) / 3 - redimcoadd = (redims['frame1'] + redims['frame2'] + redims['frame3']) / 3 + greenimcoadd = (greenims['frame_1'] + greenims['frame_2'] + greenims['frame_3']) / 3 + blueimcoadd = (blueims['frame_1'] + blueims['frame_2'] + blueims['frame_3']) / 3 + redimcoadd = (redims['frame_1'] + redims['frame_2'] + redims['frame_3']) / 3 plt.imshow(redimcoadd) plt.title('Red Imagery') plt.xlabel('E-W') plt.ylabel('N-S') red_fn = 'red_imagery.png' - red_out = os.path.join(outdir, red_fn) + red_out = os.path.join(group_outdir, red_fn) plt.savefig(red_out) plt.show() @@ -84,7 +62,7 @@ def prepare_data(date, maglatsite, folder, outdir): plt.xlabel('E-W') plt.ylabel('N-S') green_fn = 'green_imagery.png' - green_out = os.path.join(outdir, green_fn) + green_out = os.path.join(group_outdir, green_fn) plt.savefig(green_out) plt.show() @@ -93,7 +71,7 @@ def prepare_data(date, maglatsite, folder, outdir): plt.xlabel('E-W') plt.ylabel('N-S') blue_fn = 'blue_imagery.png' - blue_out = os.path.join(outdir, blue_fn) + blue_out = os.path.join(group_outdir, blue_fn) plt.savefig(blue_out) plt.show() @@ -181,7 +159,7 @@ def prepare_data(date, maglatsite, folder, outdir): print("Decimating images...") - dec = 15 # 'dec = 2' returns given resolution + dec = 2 # 'dec = 2' returns given resolution redraydec = redray[::dec, ::dec] blueraydec = blueray[::dec, ::dec] @@ -214,11 +192,11 @@ def prepare_data(date, maglatsite, folder, outdir): # Troubleshooting plots plt.title('Map of Q in Geomagnetic Coordinates') plt.pcolormesh(maglon_dec, maglat_dec, qout, cmap = 'plasma') - plt.colorbar(label = 'W/m$^2$') + plt.colorbar(label = 'mW/m$^2$') plt.xlabel('Geomagnetic Longitude') plt.ylabel('Geomagnetic Latitude') Q_fn = 'Q_geomag.png' - Q_out = os.path.join(outdir, Q_fn) + Q_out = os.path.join(group_outdir, Q_fn) plt.savefig(Q_out) plt.show() @@ -228,7 +206,7 @@ def prepare_data(date, maglatsite, folder, outdir): plt.xlabel('Geomagnetic Longitude') plt.ylabel('Geomagnetic Latitude') E0_fn = 'E0_geomag.png' - E0_out = os.path.join(outdir, E0_fn) + E0_out = os.path.join(group_outdir, E0_fn) plt.savefig(E0_out) plt.show() @@ -238,7 +216,7 @@ def prepare_data(date, maglatsite, folder, outdir): plt.xlabel('Geomagnetic Longitude') plt.ylabel('Geomagnetic Latitude') SigP_fn = 'SigP_geomag.png' - SigP_out = os.path.join(outdir, SigP_fn) + SigP_out = os.path.join(group_outdir, SigP_fn) plt.savefig(SigP_out) plt.show() @@ -248,8 +226,8 @@ def prepare_data(date, maglatsite, folder, outdir): plt.xlabel('Geomagnetic Longitude') plt.ylabel('Geomagnetic Latitude') SigH_fn = 'SigH_geomag.png' - SigH_out = os.path.join(outdir, SigH_fn) + SigH_out = os.path.join(group_outdir, SigH_fn) plt.savefig(SigH_out) plt.show() - return dtdate, outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH + return dtdate, group_outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH diff --git a/src/asispectralinversion/preprocessing.py b/src/asispectralinversion/preprocessing.py index 5d04334..cc5423c 100644 --- a/src/asispectralinversion/preprocessing.py +++ b/src/asispectralinversion/preprocessing.py @@ -70,7 +70,7 @@ def gauss(x, A, x0, sigma): medbright = np.sort(medvec)[1] # we will have at least two patches kept # Construct a list of all the brightness points from patches below the max brightness cutoff - imvec = [] # Vector keeping track of all pixels from patches dimmer than medbright + imvec = [] # vector keeping track of all pixels from patches dimmer than medbright # Find sufficiently dim patches for i in rowinds: @@ -287,7 +287,7 @@ def wavelet_denoise_resample(im, date, lon, lat, newmlonvec, newmlatvec, mapalt_ regimblur[np.where(np.isnan(regimdenoise))] = np.nan # Footpoint our new grid - lat110,lon110 = A.convert(regmaglat.reshape(-1), np.mod(regmaglon.reshape(-1),360), 'apex', 'geo', height = 110) + lat110,lon110 = A.convert(regmaglat.reshape(-1), np.mod(regmaglon.reshape(-1), 360), 'apex', 'geo', height = 110) lat110 = lat110.reshape(regmaglat.shape) lon110 = lon110.reshape(regmaglon.shape) diff --git a/src/asispectralinversion/transformation.py b/src/asispectralinversion/transformation.py index 6803b77..963b628 100644 --- a/src/asispectralinversion/transformation.py +++ b/src/asispectralinversion/transformation.py @@ -6,8 +6,7 @@ import matplotlib.pyplot as plt from preparation import prepare_data import os -from asi_gemini import gemini_coord_transformation -from asi_gemini import write_asi_gemini +import h5py """ Purpose of this script: @@ -19,9 +18,17 @@ - takes interpolated, smoothed energies and conductivities in geomagnetic coordinates and transforms them onto a non-regularized geodetic grid - regularizes the data onto a regularized geodetic grid + +Function steps: + 1. Interpolation - in geomagnetic coordinates to fill in NaNs + 2. Smoothing - smooths over interpolated area + 3. Writing - writes output data file for geomag data + 4. Coordinate Transformation - going from apex geomag to geodetic + 5. Regularize Grid - de-warps the geodetic data onto a regular grid + 6. Writing - writes output data file for geodetic data """ -def interp_data(dtdate, outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH): +def interp_data_nans(dtdate, group_outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH): """ Purpose: - finds NaNs from inverted ASI data, masking over them @@ -64,11 +71,11 @@ def interp_data(dtdate, outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH) # Troubleshooting plots - INTERPOLATED DATA IN REGULARIZED GEOMAGNETIC COORDINATES plt.title('Map of Q in Geomagnetic Coordinates (Interpolated)') plt.pcolormesh(maglon_dec, maglat_dec, Q_filled, cmap='plasma') - plt.colorbar(label = 'W/m$^2$') + plt.colorbar(label = 'mW/m$^2$') plt.xlabel('Geomagnetic Longitude') plt.ylabel('Geomagnetic Latitude') - Q_fn = 'Q_geomag_interp.png' - Q_out = os.path.join(outdir, Q_fn) + Q_fn = 'Q_geomag_interp_{time_str}.png' + Q_out = os.path.join(group_outdir, Q_fn) plt.savefig(Q_out) plt.show() @@ -77,35 +84,79 @@ def interp_data(dtdate, outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH) plt.colorbar(label = 'eV') plt.xlabel('Geomagnetic Longitude') plt.ylabel('Geomagnetic Latitude') - E0_fn = 'E0_geomag_interp.png' - E0_out = os.path.join(outdir, E0_fn) + E0_fn = 'E0_geomag_interp_{time_str}.png' + E0_out = os.path.join(group_outdir, E0_fn) plt.savefig(E0_out) plt.show() - plt.title('Map of SigP in Geomagnetic Coordinates (Interpolated)') - plt.pcolormesh(maglon_dec, maglat_dec, SigP_filled, cmap='magma') - plt.colorbar(label = 'mho ($\mho$)') + return dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled + + +def interp_data_zeros(dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled): + """ + Purpose: + - finds NaNs from inverted ASI data, masking over them + - interpolates over NaNs to fill in areas where GLOW inversion could not be performed + """ + + # Determine where data points are non-zero and mask over them + print("Finding non-zero data points...") + Q_mask = np.nonzero(Q_filled) + E0_mask = np.nonzero(E0_filled) + SigP_mask = np.nonzero(SigP_filled) + SigH_mask = np.nonzero(SigH_filled) + + # Interpolate over masked area + print("Interpolating over NaN'd areas...") + Q_interp = NearestNDInterpolator(np.transpose(Q_mask), Q_filled[Q_mask]) + E0_interp = NearestNDInterpolator(np.transpose(E0_mask), E0_filled[E0_mask]) + SigP_interp = NearestNDInterpolator(np.transpose(SigP_mask), SigP_filled[SigP_mask]) + SigH_interp = NearestNDInterpolator(np.transpose(SigH_mask), SigH_filled[SigH_mask]) + + # Make copies of the variables to maintain shapes/sizes + Q_filled = Q_filled.copy() + E0_filled = E0_filled.copy() + SigP_filled = SigP_filled.copy() + SigH_filled = SigH_filled.copy() + + # Determine areas where data points are zero + print("Filling in zero data points with interpolated values...") + Q_unmask = np.where(Q_filled == 0) + E0_unmask = np.where(E0_filled == 0) + SigP_unmask = np.where(SigP_filled == 0) + SigH_unmask = np.where(SigH_filled == 0) + + # Apply interpolation to fill in the NaNs + Q_filled[Q_unmask] = Q_interp(np.transpose(Q_unmask)) + E0_filled[E0_unmask] = E0_interp(np.transpose(E0_unmask)) + SigP_filled[SigP_unmask] = SigP_interp(np.transpose(SigP_unmask)) + SigH_filled[SigH_unmask] = SigH_interp(np.transpose(SigH_unmask)) + + # Troubleshooting plots - INTERPOLATED DATA IN REGULARIZED GEOMAGNETIC COORDINATES + plt.title('Map of Q in Geomagnetic Coordinates (Interpolated)') + plt.pcolormesh(maglon_dec, maglat_dec, Q_filled, cmap='plasma') + plt.colorbar(label = 'mW/m$^2$') plt.xlabel('Geomagnetic Longitude') plt.ylabel('Geomagnetic Latitude') - SigP_fn = 'SigP_geomag_interp.png' - SigP_out = os.path.join(outdir, SigP_fn) - plt.savefig(SigP_out) + Q_fn = 'Q_geomag_interp.png' + Q_out = os.path.join(group_outdir, Q_fn) + plt.savefig(Q_out) plt.show() - plt.title('Map of SigH in Geomagnetic Coordinates (Interpolated)') - plt.pcolormesh(maglon_dec, maglat_dec, SigH_filled, cmap='cividis') - plt.colorbar(label = 'mho ($\mho$)') + plt.title('Map of E0 in Geomagnetic Coordinates (Interpolated)') + plt.pcolormesh(maglon_dec, maglat_dec, E0_filled, cmap='viridis') + plt.colorbar(label = 'eV') plt.xlabel('Geomagnetic Longitude') plt.ylabel('Geomagnetic Latitude') - SigH_fn = 'SigH_geomag_interp.png' - SigH_out = os.path.join(outdir, SigH_fn) - plt.savefig(SigH_out) + E0_fn = 'E0_geomag_interp.png' + E0_out = os.path.join(group_outdir, E0_fn) + plt.savefig(E0_out) plt.show() - return dtdate, outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled + return dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled -def smooth_data(dtdate, outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled): +def smooth_data(dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled): """ Purpose: - smoothes over interpolated areas to handle sharp gradients brought on by interpolation @@ -125,11 +176,11 @@ def smooth_data(dtdate, outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, Sig # Troubleshooting plots - INTERPOLATED AND SMOOTHED DATA IN REGULARIZED GEOMAGNETIC COORDINATES plt.title('Map of Q in Geomagnetic Coordinates (Smoothed)') plt.pcolormesh(maglon_dec, maglat_dec, Q_smooth, cmap='plasma') - plt.colorbar(label = 'W/m$^2$') + plt.colorbar(label = 'mW/m$^2$') plt.xlabel('Geomagnetic Longitude') plt.ylabel('Geomagnetic Latitude') Q_fn = 'Q_geomag_smooth.png' - Q_out = os.path.join(outdir, Q_fn) + Q_out = os.path.join(group_outdir, Q_fn) plt.savefig(Q_out) plt.show() @@ -139,34 +190,31 @@ def smooth_data(dtdate, outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, Sig plt.xlabel('Geomagnetic Longitude') plt.ylabel('Geomagnetic Latitude') E0_fn = 'E0_geomag_smooth.png' - E0_out = os.path.join(outdir, E0_fn) + E0_out = os.path.join(group_outdir, E0_fn) plt.savefig(E0_out) plt.show() - plt.title('Map of SigP in Geomagnetic Coordinates (Smoothed)') - plt.pcolormesh(maglon_dec, maglat_dec, SigP_smooth, cmap='magma') - plt.colorbar(label = 'mho ($\mho$)') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - SigP_fn = 'SigP_geomag_smooth.png' - SigP_out = os.path.join(outdir, SigP_fn) - plt.savefig(SigP_out) - plt.show() + return dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth - plt.title('Map of SigH in Geomagnetic Coordinates (Smoothed)') - plt.pcolormesh(maglon_dec, maglat_dec, SigH_smooth, cmap='cividis') - plt.colorbar(label = 'mho ($\mho$)') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - SigH_fn = 'SigH_geomag_interp.png' - SigH_out = os.path.join(outdir, SigH_fn) - plt.savefig(SigH_out) - plt.show() - return dtdate, outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth +def write_geomag(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): + + print("Writing/saving file for Q, E0, SigP, and SigH in geomagnetic coordinates...") + + out_fn = "magnetic_Q_E0.h5" + + with h5py.File(group_outdir + out_fn, "w") as hdf: + hdf.create_dataset("Decimated Magnetic Longitude", data=maglon_dec) + hdf.create_dataset("Decimated Magnetic Latitude", data=maglat_dec) + hdf.create_dataset("Q", data=Q_smooth) + hdf.create_dataset("E0", data=E0_smooth) + hdf.create_dataset("SigP", data=SigP_smooth) + hdf.create_dataset("SigH", data=SigH_smooth) + + return dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth -def transform_trim_data(dtdate, outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): +def transform_data(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): """ Purpose: - converts interpolated, inverted ASI data from geomagnetic (apex) to geodetic coordinates @@ -183,28 +231,14 @@ def transform_trim_data(dtdate, outdir, maglon_dec, maglat_dec, Q_smooth, E0_smo # Perform geomagnetic to geodetic coordinate conversion for whole data set geo_lat_grid, geo_lon_grid = apex_object.convert(maglat_dec, maglon_dec, 'apex', 'geo', height=110) - # Create mask for area of interest - filter_mask = (maglat_dec >= 64.5) & (maglat_dec <= 67.5) & (maglon_dec >= -99.5) & (maglon_dec <= -83.5) - - # Apply mask to data - filtered_maglat_dec = maglat_dec[filter_mask] - filtered_maglon_dec = maglon_dec[filter_mask] - filtered_Q_smooth = Q_smooth[filter_mask] - filtered_E0_smooth = E0_smooth[filter_mask] - filtered_SigP_smooth = SigP_smooth[filter_mask] - filtered_SigH_smooth = SigH_smooth[filter_mask] - - # Perform geomagnetic to geodetic coordinate conversion for area of interest - filtered_geo_lat_grid, filtered_geo_lon_grid = apex_object.convert(filtered_maglat_dec, filtered_maglon_dec, 'apex', 'geo', height=110) - # Troubleshooting Plots - WHOLE SPACE NON-REGULARIZED DATA IN GEODETIC COORDINATES plt.title('Map of Q in Geodetic Coordinates (Irregular Grid)') plt.pcolormesh(geo_lon_grid, geo_lat_grid, Q_smooth, cmap='plasma') - plt.colorbar(label = 'W/m$^2$') + plt.colorbar(label = 'mW/m$^2$') plt.xlabel('Geodetic Longitude') plt.ylabel('Geodetic Latitude') Q_fn = 'Q_geod_irreg.png' - Q_out = os.path.join(outdir, Q_fn) + Q_out = os.path.join(group_outdir, Q_fn) plt.savefig(Q_out) plt.show() @@ -214,207 +248,165 @@ def transform_trim_data(dtdate, outdir, maglon_dec, maglat_dec, Q_smooth, E0_smo plt.xlabel('Geodetic Longitude') plt.ylabel('Geodetic Latitude') E0_fn = 'E0_geod_irreg.png' - E0_out = os.path.join(outdir, E0_fn) + E0_out = os.path.join(group_outdir, E0_fn) plt.savefig(E0_out) plt.show() - - plt.title('Map of SigP in Geodetic Coordinates (Irregular Grid)') - plt.pcolormesh(geo_lon_grid, geo_lat_grid, SigP_smooth, cmap='magma') - plt.colorbar(label = 'mho ($\mho$)') - plt.xlabel('Geodetic Longitude') - plt.ylabel('Geodetic Latitude') - SigP_fn = 'SigP_geod_irreg.png' - SigP_out = os.path.join(outdir, SigP_fn) - plt.savefig(SigP_out) - plt.show() - - plt.title('Map of SigH in Geodetic Coordinates (Irregular Grid)') - plt.pcolormesh(geo_lon_grid, geo_lat_grid, SigH_smooth, cmap='cividis') - plt.colorbar(label = 'mho ($\mho$)') - plt.xlabel('Geodetic Longitude') - plt.ylabel('Geodetic Latitude') - SigH_fn = 'SigH_geod_irreg.png' - SigH_out = os.path.join(outdir, SigH_fn) - plt.savefig(SigH_out) - plt.show() - return dtdate, outdir, maglon_dec, maglat_dec, geo_lon_grid, geo_lat_grid, filtered_maglon_dec, filtered_maglat_dec, filtered_Q_smooth, filtered_E0_smooth, filtered_SigP_smooth, filtered_SigH_smooth, filtered_geo_lat_grid, filtered_geo_lon_grid + return dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth -def regularize_data(dtdate, outdir, maglon_dec, maglat_dec, geo_lon_grid, geo_lat_grid, filtered_maglon_dec, filtered_maglat_dec, filtered_Q_smooth, filtered_E0_smooth, filtered_SigP_smooth, filtered_SigH_smooth, filtered_geo_lat_grid, filtered_geo_lon_grid): +def regularize_data(dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): """ Purpose: - regularizes inverted, interpolated, smoothed, and transformed ASI data onto a regularized geodetic grid """ + print("Putting geodetic data onto a regular geodetic grid...") + # Create regular grid space - lat_min, lat_max = filtered_geo_lat_grid.min(), filtered_geo_lat_grid.max() - lon_min, lon_max = filtered_geo_lon_grid.min(), filtered_geo_lon_grid.max() - grid_lat, grid_lon = np.mgrid[lat_min:lat_max:100j, lon_min:lon_max:100j] + lat_min, lat_max = geo_lat_grid.min(), geo_lat_grid.max() + lon_min, lon_max = geo_lon_grid.min(), geo_lon_grid.max() + grid_lat, grid_lon = np.mgrid[lat_min:lat_max:256j, lon_min:lon_max:256j] # Interpolate/Regularize filtered data onto the regular grid - Q_smooth_grid = griddata((filtered_geo_lat_grid, filtered_geo_lon_grid), filtered_Q_smooth, (grid_lat, grid_lon), method='cubic') - E0_smooth_grid = griddata((filtered_geo_lat_grid, filtered_geo_lon_grid), filtered_E0_smooth, (grid_lat, grid_lon), method='cubic') - SigP_smooth_grid = griddata((filtered_geo_lat_grid, filtered_geo_lon_grid), filtered_SigP_smooth, (grid_lat, grid_lon), method='cubic') - SigH_smooth_grid = griddata((filtered_geo_lat_grid, filtered_geo_lon_grid), filtered_SigH_smooth, (grid_lat, grid_lon), method='cubic') - - filtered_geo_lat_grid = filtered_geo_lat_grid[~np.isnan(filtered_geo_lat_grid)] - filtered_geo_lon_grid = filtered_geo_lon_grid[~np.isnan(filtered_geo_lon_grid)] - - print("Creating geodetic regular grid...") - geodetic_lat_min = 63.5 - geodetic_lat_max = 68.5 - geodetic_lon_min = -102.5 - geodetic_lon_max = -80.5 - - geodetic_lat_res = 0.01 - geodetic_lon_res = 0.01 - - geodetic_lat_grid = np.arange(geodetic_lat_min, geodetic_lat_max + geodetic_lat_res, geodetic_lat_res) - geodetic_lon_grid = np.arange(geodetic_lon_min, geodetic_lon_max + geodetic_lon_res, geodetic_lon_res) - - lon_grid, lat_grid = np.meshgrid(geodetic_lon_grid, geodetic_lat_grid) - - # Troubleshooting Plots - INTERPOLATED, SMOOTHED, AND FILTERED + geo_lat_grid_flat = geo_lat_grid.flatten() + geo_lon_grid_flat = geo_lon_grid.flatten() + Q_smooth_flat = Q_smooth.flatten() + E0_smooth_flat = E0_smooth.flatten() + SigP_smooth_flat = SigP_smooth.flatten() + SigH_smooth_flat = SigH_smooth.flatten() + + Q_reg = griddata((geo_lat_grid_flat, geo_lon_grid_flat), Q_smooth_flat, (grid_lat, grid_lon), method='cubic') + E0_reg = griddata((geo_lat_grid_flat, geo_lon_grid_flat), E0_smooth_flat, (grid_lat, grid_lon), method='cubic') + SigP_reg = griddata((geo_lat_grid_flat, geo_lon_grid_flat), SigP_smooth_flat, (grid_lat, grid_lon), method='cubic') + SigH_reg = griddata((geo_lat_grid_flat, geo_lon_grid_flat), SigH_smooth_flat, (grid_lat, grid_lon), method='cubic') + + geo_lat_grid = geo_lat_grid[~np.isnan(geo_lat_grid)] + geo_lon_grid = geo_lon_grid[~np.isnan(geo_lon_grid)] + + # Troubleshooting Plots - INTERPOLATED, SMOOTHED, TRANSFORMED, AND MAPPED ONTO A REGULAR GRID plt.title('Map of Q in Geodetic Coordinates') - plt.pcolormesh(grid_lon, grid_lat, Q_smooth_grid, cmap='plasma') - plt.colorbar(label = 'W/m$^2$') + plt.pcolormesh(grid_lon, grid_lat, Q_reg, cmap='plasma') + plt.colorbar(label = 'mW/m$^2$') plt.xlabel('Geodetic Longitude') plt.ylabel('Geodetic Latitude') Q_fn = 'Q_geod_reg.png' - Q_out = os.path.join(outdir, Q_fn) + Q_out = os.path.join(group_outdir, Q_fn) plt.savefig(Q_out) plt.show() plt.title('Map of E0 in Geodetic Coordinates') - plt.pcolormesh(grid_lon, grid_lat, E0_smooth_grid, cmap='viridis') + plt.pcolormesh(grid_lon, grid_lat, E0_reg, cmap='viridis') plt.colorbar(label = 'eV') plt.xlabel('Geodetic Longitude') plt.ylabel('Geodetic Latitude') E0_fn = 'E0_geod_reg.png' - E0_out = os.path.join(outdir, E0_fn) + E0_out = os.path.join(group_outdir, E0_fn) plt.savefig(E0_out) plt.show() - - plt.title('Map of SigP in Geodetic Coordinates') - plt.pcolormesh(grid_lon, grid_lat, SigP_smooth_grid, cmap='magma') - plt.colorbar(label = 'mho ($\mho$)') - plt.xlabel('Geodetic Longitude') - plt.ylabel('Geodetic Latitude') - SigP_fn = 'SigP_geod_reg.png' - SigP_out = os.path.join(outdir, SigP_fn) - plt.savefig(SigP_out) - plt.show() - - plt.title('Map of SigH in Geodetic Coordinates') - plt.pcolormesh(grid_lon, grid_lat, SigH_smooth_grid, cmap='cividis') - plt.colorbar(label = 'mho ($\mho$)') - plt.xlabel('Geodetic Longitude') - plt.ylabel('Geodetic Latitude') - SigH_fn = 'SigH_geod_reg.png' - SigH_out = os.path.join(outdir, SigH_fn) - plt.savefig(SigH_out) - plt.show() - return dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid + return dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg -def smooth_reg_data(dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid): - """ - Purpose: - - smoothes over the edges of the trimmed grid from the initial given ASI data - """ - # Width of the edge regions to smooth over - sigma = 10 - edge_width = int(sigma) # 3 times the sigma value - - # Create a mask for the edges - edge_mask = np.zeros_like(Q_smooth_grid, dtype=bool) - edge_mask[:edge_width, :] = True - edge_mask[-edge_width:, :] = True - edge_mask[:, :edge_width] = True - edge_mask[:, -edge_width:] = True - - # Smooth each variable grid over the edges - Q_final = Q_smooth_grid.copy() - E0_final = E0_smooth_grid.copy() - SigP_final = SigP_smooth_grid.copy() - SigH_final = SigH_smooth_grid.copy() - - Q_final[edge_mask] = scipy.ndimage.gaussian_filter(Q_smooth_grid, sigma)[edge_mask] - E0_final[edge_mask] = scipy.ndimage.gaussian_filter(E0_smooth_grid, sigma)[edge_mask] - SigP_final[edge_mask] = scipy.ndimage.gaussian_filter(SigP_smooth_grid, sigma)[edge_mask] - SigH_final[edge_mask] = scipy.ndimage.gaussian_filter(SigH_smooth_grid, sigma)[edge_mask] - - # Troubleshooting Plots - INTERPOLATED, SMOOTHED, FILTERED, AND EDGE-SMOOTHED - plt.title('Map of Q in Geodetic Coordinates (Edges Smoothed)') - plt.pcolormesh(grid_lon, grid_lat, Q_final, cmap='magma') - plt.colorbar(label = 'W/m$^2$') - plt.xlabel('Geodetic Longitude') - plt.ylabel('Geodetic Latitude') - plt.title('Smoothed Q on Geodetic Grid') - Q_fn = 'Q_final.png' - Q_out = os.path.join(outdir, Q_fn) - plt.savefig(Q_out) - plt.show() +def write_geodetic(dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg): - plt.title('Map of E0 in Geodetic Coordinates (Edges Smoothed)') - plt.pcolormesh(grid_lon, grid_lat, E0_final, cmap='viridis') - plt.colorbar(label = 'eV') - plt.xlabel('Geodetic Longitude') - plt.ylabel('Geodetic Latitude') - E0_fn = 'E0_final.png' - E0_out = os.path.join(outdir, E0_fn) - plt.savefig(E0_out) - plt.show() + print("Writing/saving file for Q, E0, SigP, and SigH in geodetic coordinates...") - plt.title('Map of SigP in Geodetic Coordinates (Edges Smoothed)') - plt.pcolormesh(grid_lon, grid_lat, SigP_final, cmap='plasma') - plt.colorbar(label = 'mho ($\mho$)') - plt.xlabel('Geodetic Longitude') - plt.ylabel('Geodetic Latitude') - SigP_fn = 'SigP_final.png' - SigP_out = os.path.join(outdir, SigP_fn) - plt.savefig(SigP_out) - plt.show() + out_fn = "geodetic_Q_E0.h5" - plt.title('Map of SigH in Geodetic Coordinates (Edges Smoothed)') - plt.pcolormesh(grid_lon, grid_lat, SigH_final, cmap='cividis') - plt.colorbar(label = 'mho ($\mho$)') - plt.xlabel('Geodetic Longitude') - plt.ylabel('Geodetic Latitude') - SigH_fn = 'SigH_final.png' - SigH_out = os.path.join(outdir, SigH_fn) - plt.savefig(SigH_out) - plt.show() - - - return dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_final, E0_final, SigP_final, SigH_final + with h5py.File(group_outdir + out_fn, "w") as hdf: + hdf.create_dataset("Geodetic Longitude", data=grid_lon) + hdf.create_dataset("Geodetic Latitude", data=grid_lat) + hdf.create_dataset("Q", data=Q_reg) + hdf.create_dataset("E0", data=E0_reg) + hdf.create_dataset("SigP", data=SigP_reg) + hdf.create_dataset("SigH", data=SigH_reg) + + return dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg -def feed_data(date, maglatsite, folder, outdir): +def feed_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_outdir, group_number): """ Purpose: - pipeline for feeding processed, inverted ASI data into the series of functions in this script """ + + print("") # Call prepare_data from preparation.py to get the necessary inputs for everything in this script - dtdate, outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH = prepare_data(date, maglatsite, folder, outdir) + dtdate, group_outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH = prepare_data(date, + maglatsite, + folder, + foi_0428, + foi_0558, + foi_0630, + group_outdir, + group_number) # Call each of the functions in this script that talk to each other internally - dtdate, outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled = interp_data(dtdate, outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH) - - dtdate, outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth = smooth_data(dtdate, outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled) - - dtdate, outdir, maglon_dec, maglat_dec, geo_lon_grid, geo_lat_grid, filtered_maglon_dec, filtered_maglat_dec, filtered_Q_smooth, filtered_E0_smooth, filtered_SigP_smooth, filtered_SigH_smooth, filtered_geo_lat_grid, filtered_geo_lon_grid = transform_trim_data(dtdate, outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth) - - dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid = regularize_data(dtdate, outdir, maglon_dec, maglat_dec, geo_lon_grid, geo_lat_grid, filtered_maglon_dec, filtered_maglat_dec, filtered_Q_smooth, filtered_E0_smooth, filtered_SigP_smooth, filtered_SigH_smooth, filtered_geo_lat_grid, filtered_geo_lon_grid) - - dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_final, E0_final, SigP_final, SigH_final = smooth_reg_data(dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid) - - dtdate, outdir, gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid = gemini_coord_transformation(dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid) - - dtdate, outdir, gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid = write_asi_gemini(dtdate, outdir, gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid) + # interp_data (for NaNs) + dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled = interp_data_nans(dtdate, + group_outdir, + maglon_dec, + maglat_dec, + qout, + e0out, + SigP, + SigH) + # interp again (for zeros) + dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled = interp_data_zeros(dtdate, + group_outdir, + maglon_dec, + maglat_dec, + Q_filled, + E0_filled, + SigP_filled, + SigH_filled) + # smooth_data + dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth = smooth_data(dtdate, + group_outdir, + maglon_dec, + maglat_dec, + Q_filled, + E0_filled, + SigP_filled, + SigH_filled) + # write_geomag + dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth = write_geomag(dtdate, + group_outdir, + maglon_dec, + maglat_dec, + Q_smooth, + E0_smooth, + SigP_smooth, + SigH_smooth) + # transform_data + dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth = transform_data(dtdate, + group_outdir, + maglon_dec, + maglat_dec, + Q_smooth, + E0_smooth, + SigP_smooth, + SigH_smooth) + # regularize_data + dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg = regularize_data(dtdate, + group_outdir, + geo_lon_grid, + geo_lat_grid, + Q_smooth, + E0_smooth, + SigP_smooth, + SigH_smooth) + # write_geodetic + dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg = write_geodetic(dtdate, + group_outdir, + grid_lon, + grid_lat, + Q_reg, + E0_reg, + SigP_reg, + SigH_reg) print("Returning all necessary data to funnel into Lompe and GEMINI...") - return dtdate, outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH, grid_lon, grid_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid + return dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg \ No newline at end of file From fe2acfced0a67eb828f296987f47268c7e07dc48 Mon Sep 17 00:00:00 2001 From: Hayley Clevenger Date: Wed, 7 Aug 2024 14:10:08 -0400 Subject: [PATCH 04/49] resolving issue of untracked/modified file --- minimalexample-airglow.ipynb | 115 ++++++++++++++++++++++++++++++++++- 1 file changed, 114 insertions(+), 1 deletion(-) diff --git a/minimalexample-airglow.ipynb b/minimalexample-airglow.ipynb index 336b985..269e07d 100644 --- a/minimalexample-airglow.ipynb +++ b/minimalexample-airglow.ipynb @@ -290,6 +290,119 @@ "#e0ext1,e0ext2 = e0_interp_general(v['redmat']/v['greenmat'],v['Qvec'],v['E0vec'],(redtrace/greentrace),maxqvec),e0_interp_general(v['redmat']/v['greenmat'],v['Qvec'],v['E0vec'],(redtrace/greentrace),minqvec)" ] }, + { + "cell_type": "code", + "execution_count": 11, + "id": "3c367737-042a-4df8-8235-6e6059bd20dd", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# A bunch of E0s to sample\n", + "trueE0vec = np.amax(v['E0vec'])*0.95*(np.sin(v['Qvec']/0.5))**2 + 100\n", + "# The closest indices for each E0\n", + "trueE0indvec = np.asarray([np.argmin(np.abs(v['E0vec']-trueE0vec[i])) for i in range(len(trueE0vec))])\n", + "# We use every q index\n", + "qindvec = np.arange(len(v['Qvec']))\n", + "\n", + "# Every Q value\n", + "Qvectest = v['Qvec'][qindvec]\n", + "# The nearest \"snapped\" E0 values to the ones we chose\n", + "E0vectest = v['E0vec'][trueE0indvec]\n", + "e0order = np.argsort(E0vectest)\n", + "\n", + "################ PLOTTING ################\n", + "plt.pcolormesh(v['Qvec'],v['E0vec'],np.log(v['redmat']/v['greenmat']))\n", + "#plt.scatter(v['Qvec'],trueE0vec,color='pink')\n", + "plt.scatter(Qvectest,E0vectest,color='red')\n", + "plt.xlabel('Q')\n", + "plt.ylabel('E0')\n", + "plt.title('sampling the whole space!')\n", + "plt.show()\n", + "################ ################\n", + "# Pulling out RGB values\n", + "greentrace = np.asarray([v['greenmat'][trueE0indvec[i],qindvec[i]] for i in range(len(qindvec))])\n", + "redtrace = np.asarray([v['redmat'][trueE0indvec[i],qindvec[i]] for i in range(len(qindvec))])\n", + "bluetrace = np.asarray([v['bluemat'][trueE0indvec[i],qindvec[i]] for i in range(len(qindvec))])\n", + "\n", + "# Removing airglow\n", + "greentrace -= v['greenbright_airglow'][0][0]\n", + "redtrace -= v['redbright_airglow'][0][0]\n", + "bluetrace -= v['bluebright_airglow'][0][0]\n", + "\n", + "\n", + "logredtrace = np.log(redtrace)\n", + "logratiotrace = np.log(redtrace/greentrace)\n", + "\n", + "################ PLOTTING ################\n", + "# plt.scatter(trueE0vec[np.argsort(trueE0vec)],bluetrace[np.argsort(trueE0vec)],color='blue',s=5)\n", + "# #plt.scatter(trueE0vec[np.argsort(trueE0vec)][np.where(bluetrace[np.argsort(trueE0vec)]>maxbluebright)],bluetrace[np.argsort(trueE0vec)][np.where(bluetrace[np.argsort(trueE0vec)]>maxbluebright)],color='red',s=5)\n", + "\n", + "# plt.title('Red points have too high of a blue brightness')\n", + "# plt.xlabel('E0')\n", + "# plt.ylabel('Blue Brightness')\n", + "# plt.show()\n", + "################ ################\n", + "# Inferring Q\n", + "#qoutvec,maxqvec,minqvec = q_interp(v['bluemat'],v['Qvec'],v['E0vec'],bluetrace,minE0ind=59,maxbluebright='auto',interp='linear',plot=False)\n", + "qoutvec,e0outvec,minqvec,maxqvec,mine0vec,maxe0vec = calculate_E0_Q_v2(redtrace,greentrace,bluetrace,v,minE0=150,generous=True)\n", + "\n", + "\n", + "################ PLOTTING ################\n", + "# How did we do?\n", + "plt.scatter(np.arange(len(qoutvec)),maxqvec,color='red',label='inferred max q')\n", + "plt.scatter(np.arange(len(qoutvec)),minqvec,color='blue',label='inferred min q')\n", + "plt.plot(np.arange(len(qoutvec)),Qvectest,color='green',label='real q')\n", + "plt.title('How did we do? Q inversion')\n", + "plt.legend()\n", + "plt.ylabel('Q')\n", + "plt.show()\n", + "\n", + "plt.title('How did we do? Q inversion')\n", + "plt.scatter(np.arange(len(qoutvec)),Qvectest,color='green',label='real q')\n", + "plt.scatter(np.arange(len(qoutvec)),qoutvec,color='purple',label='best guess',s=5)\n", + "plt.scatter(np.arange(len(qoutvec))[np.where(np.isnan(maxqvec+minqvec))],qoutvec[np.where(np.isnan(maxqvec+minqvec))],color='red',label='no valid bounds',s=5)\n", + "\n", + "plt.legend()\n", + "plt.ylabel('Q')\n", + "plt.show()\n", + "################ ################\n", + "\n", + "# Inferring E0\n", + "#e0outvec = e0_interp_general(v['redmat']/v['greenmat'],v['Qvec'],v['E0vec'],(redtrace/greentrace),qoutvec)\n", + "#e0ext1,e0ext2 = e0_interp_general(v['redmat']/v['greenmat'],v['Qvec'],v['E0vec'],(redtrace/greentrace),maxqvec),e0_interp_general(v['redmat']/v['greenmat'],v['Qvec'],v['E0vec'],(redtrace/greentrace),minqvec)" + ] + }, { "cell_type": "code", "execution_count": 12, @@ -1567,7 +1680,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.12" + "version": "3.11.8" } }, "nbformat": 4, From c2828e2d26c79007069254bfc8ec5d491dc05b8e Mon Sep 17 00:00:00 2001 From: Hayley Clevenger Date: Thu, 8 Aug 2024 17:36:08 -0400 Subject: [PATCH 05/49] added Alex's data wrangling; made click-free after hitting run --- src/asispectralinversion/asi_gemini.py | 80 ------ .../asi_inversion_runscript.py | 19 -- .../asispectralinversion_runscript.py | 17 +- src/asispectralinversion/filing.py | 272 +++++++++++++++--- src/asispectralinversion/gemini_mapping.py | 12 +- src/asispectralinversion/preparation.py | 38 ++- src/asispectralinversion/transformation.py | 24 +- 7 files changed, 297 insertions(+), 165 deletions(-) delete mode 100644 src/asispectralinversion/asi_gemini.py delete mode 100644 src/asispectralinversion/asi_inversion_runscript.py diff --git a/src/asispectralinversion/asi_gemini.py b/src/asispectralinversion/asi_gemini.py deleted file mode 100644 index d91023f..0000000 --- a/src/asispectralinversion/asi_gemini.py +++ /dev/null @@ -1,80 +0,0 @@ -from gemini3d.grid.convert import geog2geomag -import matplotlib.pyplot as plt -import os -import numpy as np -import h5py - - -def gemini_coord_transformation(dtdate, outdir, maglon_dec, maglat_dec, grid_lon, grid_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid): - - # Call pygemini function for converting lon and lat from geodetic to gemini's magnetic coords - print("Converting from geodetic coordinates to GEMINI's internal magnetic coordinate system...") - gemini_mag_lon, gemini_mag_lat = geog2geomag(grid_lon, grid_lat) - - # Build grid (for plotting) - print("Creating geomagnetic grid for variables...") - #gemini_mag_lon_grid, gemini_mag_lat_grid = np.meshgrid(gemini_mag_lon, gemini_mag_lat) - - print("Lat, Lon array shapes: ") - print("Geodetic Lat, Lon: ", grid_lat.shape, " & ", grid_lon.shape) - print("GEMINI Geomagnetic Lat, Lon: ", gemini_mag_lat.shape, " & ", gemini_mag_lon.shape) - - - # Troubleshooting Plots - Visulaziation of what is about to get fed into GEMINI - plt.title('Map of Q in GEMINI Geomagnetic Coordinates') - plt.pcolormesh(gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, cmap='plasma') - #plt.pcolormesh(gemini_mag_lon_grid, gemini_mag_lat_grid, Q_smooth_grid, cmap='plasma') - plt.colorbar(label = 'W/m$^2$') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - Q_fn = 'Q_geomag_gemini.png' - Q_out = os.path.join(outdir, Q_fn) - plt.savefig(Q_out) - plt.show() - - plt.title('Map of E0 in GEMINI Geomagnetic Coordinates') - plt.pcolormesh(gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, cmap='viridis') - plt.colorbar(label = 'eV') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - E0_fn = 'E0_geomag_gemini.png' - E0_out = os.path.join(outdir, E0_fn) - plt.savefig(E0_out) - plt.show() - - plt.title('Map of SigP in GEMINI Geomagnetic Coordinates') - plt.pcolormesh(gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, cmap='magma') - plt.colorbar(label = 'mho ($\mho$)') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - SigP_fn = 'SigP_geomag_gemini.png' - SigP_out = os.path.join(outdir, SigP_fn) - plt.savefig(SigP_out) - plt.show() - - plt.title('Map of SigH in GEMINI Geomagnetic Coordinates') - plt.pcolormesh(gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, cmap='cividis') - plt.colorbar(label = 'mho ($\mho$)') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - SigH_fn = 'SigH_geomag_gemini.png' - SigH_out = os.path.join(outdir, SigH_fn) - plt.savefig(SigH_out) - plt.show() - - return dtdate, outdir, gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid - - -def write_asi_gemini(dtdate, outdir, gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid): - - out_fn = "gemini_Q_E0.h5" - - with h5py.File(outdir + out_fn, "w") as hdf: - hdf.create_dataset("gemini_mag_lon", data=gemini_mag_lon) - hdf.create_dataset("gemini_mag_lat", data=gemini_mag_lat) - hdf.create_dataset("Q_smooth_grid", data=Q_smooth_grid) - hdf.create_dataset("E0_smooth_grid", data=E0_smooth_grid) - hdf.create_dataset("SigP_smooth_grid", data=SigP_smooth_grid) - hdf.create_dataset("SigH_smooth_grid", data=SigH_smooth_grid) - - return dtdate, outdir, gemini_mag_lon, gemini_mag_lat, Q_smooth_grid, E0_smooth_grid, SigP_smooth_grid, SigH_smooth_grid diff --git a/src/asispectralinversion/asi_inversion_runscript.py b/src/asispectralinversion/asi_inversion_runscript.py deleted file mode 100644 index ae35177..0000000 --- a/src/asispectralinversion/asi_inversion_runscript.py +++ /dev/null @@ -1,19 +0,0 @@ -from transformation import feed_data - -""" -Purpose of this script: - - top-level/run script for the entire process that takes you from GLOW lookup tables to Lompe and/or GEMINI conductivity inputs -""" - -# Inputs tweakable to user -date = '20230314' # date in the form of YYYYMMDD -maglatsite = 65.8 # site of camera in magnetic latitude -folder = '/Users/clevenger/Projects/data_assimilation/march_14/input_data/ASI/' # folder where GLOW inverted data is stored -outdir = '/Users/clevenger/Projects/asi_inversion/hc_fork/asi_inversion_outputs/single_frame/mar_14/' # output directory for plots and h5 files - -# Main function call -feed_data(date, maglatsite, folder, outdir) - -# Adding in optional stuff to create output files that can be used specicially for Lompe and GEMINI -#gemini = True -#lompe = True diff --git a/src/asispectralinversion/asispectralinversion_runscript.py b/src/asispectralinversion/asispectralinversion_runscript.py index 4024d11..b3c5846 100644 --- a/src/asispectralinversion/asispectralinversion_runscript.py +++ b/src/asispectralinversion/asispectralinversion_runscript.py @@ -22,13 +22,18 @@ """ # Tweakable inputs -date = '20230319' # date in the form of YYYYMMDD +date = '20230216' # date in the form of YYYYMMDD +starttime = '100000' # time in the format of HHMMSS +endtime = '105959' # time in the format of HHMMSS + maglatsite = 65.8 # site of camera in magnetic latitude + lambdas = ['0428', '0558', '0630'] # wavelengths (nm) of imager filters -folder = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_inputs/asi/images/6ut/' # folder that holds all image files and GLOW outputs for an hour's worth of an event -base_outdir = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/6UT/' # output directory to store all output figures and h5s -output_file = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/6UT/time_ranges.txt' # output for txt file that shows time cadence + +folder = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_inputs/asi/images/10ut/' # folder that holds all image files and GLOW outputs for an hour's worth of an event +base_outdir = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/10UT/' # output directory to store all output figures and h5s +output_txt = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/10UT/time_ranges.txt' # output for txt file that shows time cadence # Main function calls to run through entire process -folder, base_outdir, grouped_files = file_data(folder, output_file, base_outdir) -process_grouped_files(date, maglatsite, folder, base_outdir, lambdas) \ No newline at end of file +date, starttime, endtime, maglatsite, folder, base_outdir, lambdas = file_data(date, starttime, endtime, maglatsite, folder, output_txt, base_outdir) +process_grouped_files(date, starttime, endtime, maglatsite, folder, base_outdir, lambdas) \ No newline at end of file diff --git a/src/asispectralinversion/filing.py b/src/asispectralinversion/filing.py index d33063b..eeb5401 100644 --- a/src/asispectralinversion/filing.py +++ b/src/asispectralinversion/filing.py @@ -5,7 +5,12 @@ import glob import re import shutil +from bs4 import BeautifulSoup +import requests +from os.path import exists +import wget from transformation import feed_data +import pandas as pd """ Purpose of this script: @@ -16,6 +21,170 @@ - contains main function call that feeds processed h5 files into inversion pipeline """ +def seconds_since_midnight(time): + """ + Purpose: + - Turns 24 hour string time into float of seconds past midnight + """ + + print("Finding seconds since midnight...") + + return 60 * 60 * float(time[:2]) + 60 * float(time[2:4]) + float(time[4:]) + + +def shift_time(timestr, shift_min): + """ + Purpose: + - Shifts a string of time 'hhmmss' by some number of minutes + - Can use fractional minutes (not intended for that) but should + - Make a whole number of seconds, then write string to pass along + """ + + print("Accounting for time shift...") + + hr = float(timestr[:2]) + mn = float(timestr[2:4]) + sc = float(timestr[4:]) + + t = 60 * 60 * hr + 60 * mn + sc + t += 60 * shift_min + + hr = np.floor( t / (60 * 60) ) + mn = np.floor( (t - 60 * 60 * hr) / 60 ) + sc = np.floor( t - 60 * 60 * hr - 60 * mn ) + + def num2str(num): + """ + Purpose: + - Converts type num to str + """ + if num >= 10: + strout = str(int(num)) + else: + strout = '0' + str(int(num)) + + return strout + + return num2str(hr) + num2str(mn) + num2str(sc) + + +def genlinks(date, starttime, endtime): + """ + Purpose: + - Given a date, start and end time, finds links to every DASC frame + """ + + print("Building link to archive...") + + startsecs = seconds_since_midnight(starttime) # seconds from midnight of start time + endsecs = seconds_since_midnight(endtime) # seconds from midnight of end time + hr = starttime[:2] # hour in string form + year = date[:4] # year in string form + + # Construct base url + url = 'http://optics.gi.alaska.edu/amisr_archive/PKR/DASC/PNG/' + year + '/' + date + '/' + hr + + # Pull and process file list + soup = BeautifulSoup(requests.get(url).text,'html.parser') + # First 5 links are not actual events + rawlinks = soup.find_all('a')[5:] + # Turning into a numpy array + links = np.asarray(rawlinks).flatten() + if len(links)==0: + print('no imagery found') + raise Exception('no links') + + # Extracting the necessary information + # Each row is: + # [seconds since midnight, color, time] + + # Initializing array with zeros + newlinks = np.zeros([len(links), 3]) + for i in range(len(links)): + time,color = links[i].split('.')[0].split('_')[2:] # time and color from filename + newlinks[i, 0] = seconds_since_midnight(time) # seconds past midnight + newlinks[i, 1] = color + newlinks[i, 2] = time + + # Finding time of each frame, separated by color + bluesecs = newlinks[:, 0][np.where(newlinks[:, 1] == 428)] + greensecs = newlinks[:, 0][np.where(newlinks[:, 1] == 558)] + redsecs = newlinks[:, 0][np.where(newlinks[:, 1] == 630)] + + # We arbitrarily choose our first frame to be blue so that the frames are taken in 'b,g,r' order: + try: + s0 = bluesecs[np.where(bluesecs < startsecs)[0][-1]] + except: + s0 = bluesecs[0] + # Therefore our last frame must be red + try: + s1 = redsecs[np.where(redsecs > endsecs)[0][0]] + except: + s1 = redsecs[-1] + + # We pull out the indices of the first and last frames we want to download + startind = np.where(newlinks[:, 0] >= s0)[0][0] + endind = np.where(newlinks[:, 0] <= s1)[0][-1] + + linkstrim = list(links[startind: endind + 1]) + linksout = [url + '/' + link for link in linkstrim] + return linksout, linkstrim + + +def download_imagery(date, starttime, endtime, folder): + """ + Purpose: + - Pulls all DASC png imagery between and (UT) on the date of + . An example input would be download_imagery('20230314','0730','0745') + """ + + print("Downloading imageery from archive...") + + # folder should already exist, but if not: + if not os.path.exists(folder): + os.makedirs(folder) + + # Start hour and end hour are the same + if starttime[:2] == endtime[:2]: + links, fnames = genlinks(date, starttime, endtime) + # We do two pulls + else: + # End of the first hour + endtime0 = starttime[:2] + '5959' + print(starttime) + print(endtime0) + + links0, fnames0 = genlinks(date, starttime, endtime0) + # Start of the second hour + starttime1 = endtime[:2] + '0000' + links1, fnames1 = genlinks(date, starttime1, endtime) + + print(starttime1) + print(endtime) + # Concatenate + links = links0 + links1 + fnames = fnames0 + fnames1 + #try: + #os.mkdir(date) + #except: + #pass + + for i in range(len(links)): + #if exists(date + '/' + fnames[i]): + #print('file exists') + #continue + #else: + #wget.download(links[i], out=date) + file_path = os.path.join(folder, fnames[i]) + if exists(file_path): + continue + else: + wget.download(links[i], out=file_path) + + + return date, starttime, endtime, folder + + def sort_pngs(folder): """ Moves PNG files into subfolders based on the wavelength in their filenames. @@ -24,7 +193,7 @@ def sort_pngs(folder): print("Sorting PNGs...") # Creating pattern to read PNG files and sort them - os.chdir(folder) # go into folder + os.chdir(folder) # go into folder if not already there files = os.listdir(folder) # pulls all files in directory (should just be PNGs for the hour) pattern = re.compile(r'_(\d{4})\.png$') # sort by wavelength @@ -122,7 +291,7 @@ def group_frames(folder): return folder -def make_time_list(folder, output_file): +def make_time_list(folder, output_txt): """ Purpose: - creates a list of time ranges from the files in the specified folder and saves it to a text file @@ -163,14 +332,68 @@ def make_time_list(folder, output_file): time_ranges.append(range_str) # Write the time ranges to a text file - with open(output_file, 'w') as f: + with open(output_txt, 'w') as f: for time_range in time_ranges: f.write(f"{time_range}\n") return time_ranges -def file_data(folder, output_file, base_outdir): +def make_time_spreadsheet(output_txt, base_outdir): + """ + Purpose: + - creates a spreadsheet that details: + - when first image from file group was taken + - when last image from file group was taken + - total time from first frame to last in co-adding + """ + + # Read txt file + with open(output_txt, 'r') as file: + lines = file.readlines() + + # Initialize to store + starts = [] + ends = [] + diffs = [] + + for line in lines: + line = line.strip() + if not line: + continue + + start, end = line.split('-') + start = start.lstrip('_') + end = end.lstrip('_') + + # Convert from text to integer + start_int = int(start) + end_int = int(end) + + # Find time of co-added groups (time cadence between frames) + diff = end_int - start_int + + # Append into columns + starts.append(start_int) + ends.append(end_int) + diffs.append(diff) + + # Make into pds dataframe + df = pd.DataFrame({ + 'Start': starts, + 'End': ends, + 'Difference': diffs}) + + output_csv_fn = 'time_ranges.csv' + output_csv = os.path.join(base_outdir, output_csv_fn) + + # Save as csv + df.to_csv(output_csv, index=False) + + return df + + +def file_data(date, starttime, endtime, maglatsite, folder, output_txt, base_outdir): """ Purpose: - runs all filing processes from functions above @@ -179,10 +402,12 @@ def file_data(folder, output_file, base_outdir): print("Running all data wrangling processes...") # Main function calls + download_imagery(date, starttime, endtime, folder) folder = sort_pngs(folder) folder = png_2_h5(folder) folder = group_frames(folder) - make_time_list(folder, output_file) + make_time_list(folder, output_txt) + df = make_time_spreadsheet(output_txt, base_outdir) lambdas = ['0428/', '0558/', '0630/'] grouped_files = [] @@ -216,7 +441,7 @@ def get_timestamp(file): range_str = f"{min_time}-{max_time}" grouped_files.append(os.path.join(lam_folder, f"{range_str}.h5")) - return folder, base_outdir, grouped_files + return date, starttime, endtime, maglatsite, folder, base_outdir, lambdas def get_grouped_files(folder, lambdas): @@ -230,7 +455,7 @@ def get_grouped_files(folder, lambdas): return grouped_files -def process_grouped_files(date, maglatsite, folder, base_outdir, lambdas): +def process_grouped_files(date, starttime, endtime, maglatsite, folder, base_outdir, lambdas): """ Purpose: - pulls info from get_grouped_files and feeds all of the processed h5s into feed_data function @@ -251,41 +476,20 @@ def process_grouped_files(date, maglatsite, folder, base_outdir, lambdas): foi_files[lam] = os.path.join(lam, 'h5_files', 'grouped_h5_files', os.path.basename(foi)) else: foi_files[lam] = None # handle cases where there may be less files for some wavelengths + + print("FOI Files:", foi_files) # Ensure all necessary files collected before calling feed_data if all(foi is not None for foi in foi_files.values()): - group_number = f"grouped_{idx + 1}_" + group_number = f"grouped_{idx + 1}" group_outdir = os.path.join(base_outdir, group_number) os.makedirs(group_outdir, exist_ok=True) feed_data(date, maglatsite, folder, - foi_files['0428'], - foi_files['0558'], - foi_files['0630'], + foi_files['0428/'], + foi_files['0558/'], + foi_files['0630/'], group_outdir, group_number) else: continue - - -def copy_h5(vtest): - """ - Purpose: - - copies an HDF5 structure to a python dict recursively - """ - - dicttest = {} - keyslist = list(vtest.keys()) - for key in keyslist: - if type(vtest[key]) == h5py._hl.dataset.Dataset: - if vtest[key].shape[1] == 1: - if vtest[key].shape[0] == 1: - dicttest[key] = vtest[key][0][0] - else: - dicttest[key] = np.asarray(vtest[key]).flatten() - else: - dicttest[key] = np.asarray(vtest[key]) - else: - dicttest[key] = copy_h5(vtest[key]) - - return dicttest diff --git a/src/asispectralinversion/gemini_mapping.py b/src/asispectralinversion/gemini_mapping.py index e28be1a..1ae6013 100644 --- a/src/asispectralinversion/gemini_mapping.py +++ b/src/asispectralinversion/gemini_mapping.py @@ -57,7 +57,7 @@ Q_fn = 'Q_geomag_gemini.png' Q_out = os.path.join(outdir, Q_fn) plt.savefig(Q_out, dpi=300, bbox_inches='tight') -plt.show() +plt.close() plt.title('Map of E0 in GEMINI Geomagnetic Coordinates') plt.pcolormesh(gemini_mag_lon, gemini_mag_lat, E0, cmap='viridis') @@ -67,7 +67,7 @@ E0_fn = 'E0_geomag_gemini.png' E0_out = os.path.join(outdir, E0_fn) plt.savefig(E0_out, dpi=300, bbox_inches='tight') -plt.show() +plt.close() # Troubleshooting Plots - Visulaziation of what is about to get fed into GEMINI - Regridded plt.title('Map of Q in GEMINI Geomagnetic Coordinates - Regridded') @@ -78,7 +78,7 @@ Q_fn_rg = 'Q_geomag_gemini_regridded.png' Q_out_rg = os.path.join(outdir, Q_fn_rg) plt.savefig(Q_out_rg, dpi=300, bbox_inches='tight') -plt.show() +plt.close() plt.title('Map of E0 in GEMINI Geomagnetic Coordinates - Regridded') plt.pcolormesh(MLONi, MLATi, E0_gridding, cmap='viridis') @@ -88,7 +88,7 @@ E0_fn_rg = 'E0_geomag_gemini_regridded.png' E0_out_rg = os.path.join(outdir, E0_fn_rg) plt.savefig(E0_out_rg, dpi=300, bbox_inches='tight') -plt.show() +plt.close() ilatmin = np.argmin(abs(mlati - 63.5)) ilatmax = np.argmin(abs(mlati - 68.5)) @@ -110,7 +110,7 @@ Q_fn_gemini = 'Q_gemini_final.png' Q_out_gemini = os.path.join(outdir, Q_fn_gemini) plt.savefig(Q_out_gemini, dpi=300, bbox_inches='tight') -plt.show() +plt.close() plt.title('Map of E0 in GEMINI Format') plt.pcolormesh(lon_out, lat_out, E0_out.transpose(), cmap='viridis', shading="gouraud") @@ -120,7 +120,7 @@ E0_fn_gemini = 'E0_gemini_final.png' E0_out_gemini = os.path.join(outdir, E0_fn_gemini) plt.savefig(E0_out_gemini, dpi=300, bbox_inches='tight') -plt.show() +plt.close() print("Writing/saving file for Q, E0, SigP, and SigH in GEMINI's geomagnetic coordinates...") diff --git a/src/asispectralinversion/preparation.py b/src/asispectralinversion/preparation.py index d4cd74d..dc8c038 100644 --- a/src/asispectralinversion/preparation.py +++ b/src/asispectralinversion/preparation.py @@ -10,7 +10,6 @@ from preprocessing import gaussian_denoise_resample from preprocessing import to_rayleighs from inversion import calculate_Sig -from filing import copy_h5 """ Purpose of this script: @@ -19,6 +18,29 @@ - returns Q, E0, SigmaP, and SigmaH in regularized, geomagnetic coordinates """ +def copy_h5(vtest): + """ + Purpose: + - copies an HDF5 structure to a python dict recursively + """ + + dicttest = {} + keyslist = list(vtest.keys()) + for key in keyslist: + if type(vtest[key]) == h5py._hl.dataset.Dataset: + if vtest[key].shape[1] == 1: + if vtest[key].shape[0] == 1: + dicttest[key] = vtest[key][0][0] + else: + dicttest[key] = np.asarray(vtest[key]).flatten() + else: + dicttest[key] = np.asarray(vtest[key]) + else: + dicttest[key] = copy_h5(vtest[key]) + + return dicttest + + def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_outdir, group_number): """ Purpose: @@ -55,7 +77,7 @@ def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_o red_fn = 'red_imagery.png' red_out = os.path.join(group_outdir, red_fn) plt.savefig(red_out) - plt.show() + plt.close() plt.imshow(greenimcoadd) plt.title('Green Imagery') @@ -64,7 +86,7 @@ def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_o green_fn = 'green_imagery.png' green_out = os.path.join(group_outdir, green_fn) plt.savefig(green_out) - plt.show() + plt.close() plt.imshow(blueimcoadd) plt.title('Blue Imagery') @@ -73,7 +95,7 @@ def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_o blue_fn = 'blue_imagery.png' blue_out = os.path.join(group_outdir, blue_fn) plt.savefig(blue_out) - plt.show() + plt.close() A = Apex(date = dtdate) bmla, bmlo = A.convert(skymapblue[0].reshape(-1), np.mod(skymapblue[1].reshape(-1), 360), 'geo', 'apex', height = 110) @@ -198,7 +220,7 @@ def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_o Q_fn = 'Q_geomag.png' Q_out = os.path.join(group_outdir, Q_fn) plt.savefig(Q_out) - plt.show() + plt.close() plt.title('Map of E0 in Geomagnetic Coordinates') plt.pcolormesh(maglon_dec, maglat_dec, e0out, cmap = 'viridis') @@ -208,7 +230,7 @@ def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_o E0_fn = 'E0_geomag.png' E0_out = os.path.join(group_outdir, E0_fn) plt.savefig(E0_out) - plt.show() + plt.close() plt.title('Map of SigP in Geomagnetic Coordinates') plt.pcolormesh(maglon_dec, maglat_dec, SigP, cmap = 'magma') @@ -218,7 +240,7 @@ def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_o SigP_fn = 'SigP_geomag.png' SigP_out = os.path.join(group_outdir, SigP_fn) plt.savefig(SigP_out) - plt.show() + plt.close() plt.title('Map of SigH in Geomagnetic Coordinates') plt.pcolormesh(maglon_dec, maglat_dec, SigH, cmap = 'cividis') @@ -228,6 +250,6 @@ def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_o SigH_fn = 'SigH_geomag.png' SigH_out = os.path.join(group_outdir, SigH_fn) plt.savefig(SigH_out) - plt.show() + plt.close() return dtdate, group_outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH diff --git a/src/asispectralinversion/transformation.py b/src/asispectralinversion/transformation.py index 963b628..a96c839 100644 --- a/src/asispectralinversion/transformation.py +++ b/src/asispectralinversion/transformation.py @@ -74,20 +74,20 @@ def interp_data_nans(dtdate, group_outdir, maglon_dec, maglat_dec, qout, e0out, plt.colorbar(label = 'mW/m$^2$') plt.xlabel('Geomagnetic Longitude') plt.ylabel('Geomagnetic Latitude') - Q_fn = 'Q_geomag_interp_{time_str}.png' + Q_fn = 'Q_geomag_interp.png' Q_out = os.path.join(group_outdir, Q_fn) plt.savefig(Q_out) - plt.show() + plt.close() plt.title('Map of E0 in Geomagnetic Coordinates (Interpolated)') plt.pcolormesh(maglon_dec, maglat_dec, E0_filled, cmap='viridis') plt.colorbar(label = 'eV') plt.xlabel('Geomagnetic Longitude') plt.ylabel('Geomagnetic Latitude') - E0_fn = 'E0_geomag_interp_{time_str}.png' + E0_fn = 'E0_geomag_interp.png' E0_out = os.path.join(group_outdir, E0_fn) plt.savefig(E0_out) - plt.show() + plt.close() return dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled @@ -141,7 +141,7 @@ def interp_data_zeros(dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0 Q_fn = 'Q_geomag_interp.png' Q_out = os.path.join(group_outdir, Q_fn) plt.savefig(Q_out) - plt.show() + plt.close() plt.title('Map of E0 in Geomagnetic Coordinates (Interpolated)') plt.pcolormesh(maglon_dec, maglat_dec, E0_filled, cmap='viridis') @@ -151,7 +151,7 @@ def interp_data_zeros(dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0 E0_fn = 'E0_geomag_interp.png' E0_out = os.path.join(group_outdir, E0_fn) plt.savefig(E0_out) - plt.show() + plt.close() return dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled @@ -182,7 +182,7 @@ def smooth_data(dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_fille Q_fn = 'Q_geomag_smooth.png' Q_out = os.path.join(group_outdir, Q_fn) plt.savefig(Q_out) - plt.show() + plt.close() plt.title('Map of E0 in Geomagnetic Coordinates (Smoothed)') plt.pcolormesh(maglon_dec, maglat_dec, E0_smooth, cmap='viridis') @@ -192,7 +192,7 @@ def smooth_data(dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_fille E0_fn = 'E0_geomag_smooth.png' E0_out = os.path.join(group_outdir, E0_fn) plt.savefig(E0_out) - plt.show() + plt.close() return dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth @@ -240,7 +240,7 @@ def transform_data(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_sm Q_fn = 'Q_geod_irreg.png' Q_out = os.path.join(group_outdir, Q_fn) plt.savefig(Q_out) - plt.show() + plt.close() plt.title('Map of E0 in Geodetic Coordinates (Irregular Grid)') plt.pcolormesh(geo_lon_grid, geo_lat_grid, E0_smooth, cmap='viridis') @@ -250,7 +250,7 @@ def transform_data(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_sm E0_fn = 'E0_geod_irreg.png' E0_out = os.path.join(group_outdir, E0_fn) plt.savefig(E0_out) - plt.show() + plt.close() return dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth @@ -293,7 +293,7 @@ def regularize_data(dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, Q_fn = 'Q_geod_reg.png' Q_out = os.path.join(group_outdir, Q_fn) plt.savefig(Q_out) - plt.show() + plt.close() plt.title('Map of E0 in Geodetic Coordinates') plt.pcolormesh(grid_lon, grid_lat, E0_reg, cmap='viridis') @@ -303,7 +303,7 @@ def regularize_data(dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, E0_fn = 'E0_geod_reg.png' E0_out = os.path.join(group_outdir, E0_fn) plt.savefig(E0_out) - plt.show() + plt.close() return dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg From 249dbf7376a01458a062e5bc692116edf67932c0 Mon Sep 17 00:00:00 2001 From: hayleyclev <114105668+hayleyclev@users.noreply.github.com> Date: Thu, 8 Aug 2024 18:00:53 -0400 Subject: [PATCH 06/49] Update README.md --- README.md | 58 +++++++++++++++++++++++++++++++++++++++++++++++++------ 1 file changed, 52 insertions(+), 6 deletions(-) diff --git a/README.md b/README.md index 0e472f9..f90bcd9 100644 --- a/README.md +++ b/README.md @@ -3,16 +3,62 @@ Inverting precipitation spectra (Q and E0) from RGB all-sky imagery To install, download this repo, cd to src, and run "pip install ." to install the asispectralinversion library. -Runscript using example data can be found in src/asispectralinversion/asi_inversion_runscript.py -- tweak inputs like your output directory and where you have ASI data/GLOW lookup tables saved: +## Dependencies + +To download dependencies separately, use installer of choice to install: +- pandas +- numpy +- scipy +- h5py +- os +- PIL +- glob +- re +- shutil +- bs4 +- requests +- wget +- matplotlib +- datetime +- apexpy +- scipy +- skimage +- gemini3d + +## Running the asispectralinversion library + +Runscript using example data can be found in src/asispectralinversion/asispectralinversion_runscript.py -- tweak inputs like your output directory and where you have ASI data/GLOW lookup tables saved, as in the following template: ``` -from transformation import feed_data +# Tweakable inputs +date = 'YYMMDD' # date in the form of YYYYMMDD +starttime = 'HHMMSS' # start time in the format of HHMMSS +endtime = 'HHMMSS' # end time in the format of HHMMSS -date = '20230314' # date in the form of YYYYMMDD maglatsite = 65.8 # site of camera in magnetic latitude -folder = '/Users/clevenger/Projects/data_assimilation/march_14/input_data/ASI/' # folder where GLOW inverted data is stored -outdir = '/Users/clevenger/Projects/asi_inversion/hc_fork/asi_inversion_outputs/single_frame/mar_14/' # output directory for plots and h5 files -feed_data(date, maglatsite, folder, outdir) +lambdas = ['0428', '0558', '0630'] # wavelengths (nm) of imager filters + +folder = '/path_to_GLOW_lookup_tables_for_hour/' # folder that holds all image files and GLOW outputs for an hour's worth of an event +base_outdir = '/path_to_output_directory/' # output directory to store all output figures and h5s +output_txt = '/path_to_output_directory/time_ranges.txt' # output for txt file that shows time cadence + +# Main function calls to run through entire process +date, starttime, endtime, maglatsite, folder, base_outdir, lambdas = file_data(date, starttime, endtime, maglatsite, folder, output_txt, base_outdir) +process_grouped_files(date, starttime, endtime, maglatsite, folder, base_outdir, lambdas) ``` + +## Data products output using the asispectralinversion library + +Running this process gives a user: +1. Imagery from ASI + +2. 2D Maps of Characteristic Energy +3. 2D Maps of Energy Flux +4. 2D Maps of Pedersen Conductance +5. 2D Maps of Hall Conductance +6. An output file that shows the time between processed 2D maps +7. Output files with mapped information to plug into external libraries (Lompe, GEMINI) + +All maps are given in both geodetic and geomagnetic coordinates. From 862dde25bc15d717a198a02c29a56b734375e0da Mon Sep 17 00:00:00 2001 From: hayleyclev <114105668+hayleyclev@users.noreply.github.com> Date: Thu, 8 Aug 2024 18:39:26 -0400 Subject: [PATCH 07/49] Update README.md --- README.md | 19 ++++++++++++++++--- 1 file changed, 16 insertions(+), 3 deletions(-) diff --git a/README.md b/README.md index f90bcd9..f4e712d 100644 --- a/README.md +++ b/README.md @@ -53,12 +53,25 @@ process_grouped_files(date, starttime, endtime, maglatsite, folder, base_outdir, Running this process gives a user: 1. Imagery from ASI - + ![red_imagery](https://github.com/user-attachments/assets/854905a8-28ba-4c9f-aa56-1618f97833d8) + ![green_imagery](https://github.com/user-attachments/assets/667b9b68-1fb1-48fd-afdc-31482b0d84b1) + ![blue_imagery](https://github.com/user-attachments/assets/b6bff157-d891-4bda-a6fb-d2f8da3a0cb4) + 2. 2D Maps of Characteristic Energy + ![E0_geomag](https://github.com/user-attachments/assets/d39c8273-d570-4cc3-9d4d-d5b42c5791cb) + ![E0_geod_reg_{time_str}](https://github.com/user-attachments/assets/7e365d08-9e2b-4df2-acde-eca053b8024d) + 3. 2D Maps of Energy Flux + ![Q_geomag](https://github.com/user-attachments/assets/6c451c56-4193-4592-a13e-08839d972e3a) + ![Q_geod_reg_{time_str}](https://github.com/user-attachments/assets/1cf513ec-6a70-4359-b611-85126ae9b03e) + 4. 2D Maps of Pedersen Conductance + ![SigP_geomag](https://github.com/user-attachments/assets/5a0631eb-946b-44bf-b80a-aab9807d1c2a) + 5. 2D Maps of Hall Conductance -6. An output file that shows the time between processed 2D maps -7. Output files with mapped information to plug into external libraries (Lompe, GEMINI) + ![SigH_geomag](https://github.com/user-attachments/assets/a4cbc41c-2361-4ac2-acec-b58d2654ab7f) + +6. An output file that shows the time between processed 2D maps in .csv format +7. Output files with mapped information to plug into external libraries (Lompe, GEMINI) in .h5 format All maps are given in both geodetic and geomagnetic coordinates. From cd31f48b866b7a2a4dc81b89ef5126df492f50c3 Mon Sep 17 00:00:00 2001 From: hayleyclev <114105668+hayleyclev@users.noreply.github.com> Date: Thu, 8 Aug 2024 18:40:47 -0400 Subject: [PATCH 08/49] Update README.md --- README.md | 17 ++++++++++------- 1 file changed, 10 insertions(+), 7 deletions(-) diff --git a/README.md b/README.md index f4e712d..d782ea0 100644 --- a/README.md +++ b/README.md @@ -53,25 +53,28 @@ process_grouped_files(date, starttime, endtime, maglatsite, folder, base_outdir, Running this process gives a user: 1. Imagery from ASI - ![red_imagery](https://github.com/user-attachments/assets/854905a8-28ba-4c9f-aa56-1618f97833d8) - ![green_imagery](https://github.com/user-attachments/assets/667b9b68-1fb1-48fd-afdc-31482b0d84b1) - ![blue_imagery](https://github.com/user-attachments/assets/b6bff157-d891-4bda-a6fb-d2f8da3a0cb4) + + ![red_imagery](https://github.com/user-attachments/assets/854905a8-28ba-4c9f-aa56-1618f97833d8) ![green_imagery](https://github.com/user-attachments/assets/667b9b68-1fb1-48fd-afdc-31482b0d84b1) ![blue_imagery](https://github.com/user-attachments/assets/b6bff157-d891-4bda-a6fb-d2f8da3a0cb4) 2. 2D Maps of Characteristic Energy - ![E0_geomag](https://github.com/user-attachments/assets/d39c8273-d570-4cc3-9d4d-d5b42c5791cb) - ![E0_geod_reg_{time_str}](https://github.com/user-attachments/assets/7e365d08-9e2b-4df2-acde-eca053b8024d) + + ![E0_geomag](https://github.com/user-attachments/assets/d39c8273-d570-4cc3-9d4d-d5b42c5791cb) ![E0_geod_reg_{time_str}](https://github.com/user-attachments/assets/7e365d08-9e2b-4df2-acde-eca053b8024d) 3. 2D Maps of Energy Flux - ![Q_geomag](https://github.com/user-attachments/assets/6c451c56-4193-4592-a13e-08839d972e3a) - ![Q_geod_reg_{time_str}](https://github.com/user-attachments/assets/1cf513ec-6a70-4359-b611-85126ae9b03e) + + ![Q_geomag](https://github.com/user-attachments/assets/6c451c56-4193-4592-a13e-08839d972e3a) ![Q_geod_reg_{time_str}](https://github.com/user-attachments/assets/1cf513ec-6a70-4359-b611-85126ae9b03e) 4. 2D Maps of Pedersen Conductance + ![SigP_geomag](https://github.com/user-attachments/assets/5a0631eb-946b-44bf-b80a-aab9807d1c2a) 5. 2D Maps of Hall Conductance + ![SigH_geomag](https://github.com/user-attachments/assets/a4cbc41c-2361-4ac2-acec-b58d2654ab7f) 6. An output file that shows the time between processed 2D maps in .csv format + 7. Output files with mapped information to plug into external libraries (Lompe, GEMINI) in .h5 format + All maps are given in both geodetic and geomagnetic coordinates. From 38ec1053aef02a902ae2ac860d46d10950e16a51 Mon Sep 17 00:00:00 2001 From: hayleyclev <114105668+hayleyclev@users.noreply.github.com> Date: Thu, 8 Aug 2024 20:39:11 -0400 Subject: [PATCH 09/49] Update README.md --- README.md | 7 ++++++- 1 file changed, 6 insertions(+), 1 deletion(-) diff --git a/README.md b/README.md index d782ea0..254c109 100644 --- a/README.md +++ b/README.md @@ -49,7 +49,7 @@ process_grouped_files(date, starttime, endtime, maglatsite, folder, base_outdir, ``` -## Data products output using the asispectralinversion library +## Data products obtained using the asispectralinversion library Running this process gives a user: 1. Imagery from ASI @@ -78,3 +78,8 @@ Running this process gives a user: All maps are given in both geodetic and geomagnetic coordinates. + + +## Using this library to format maps to plug into GEMINI + +The gemini_mapping.py script located in asispectralinversion/src/ takes the 2D maps achieved by running asispectralinversion_runscript.py and formats them in a way that the GEMINI model can use to generate model precipitation inputs. From 94b9ab2476214770214cc5dc29990db5f781988e Mon Sep 17 00:00:00 2001 From: Hayley Clevenger Date: Wed, 14 Aug 2024 11:27:33 -0400 Subject: [PATCH 10/49] added try/except for corner eval when patches returns bad sig --- .../asispectralinversion_runscript.py | 10 ++++---- src/asispectralinversion/gemini_mapping.py | 4 ++-- src/asispectralinversion/preprocessing.py | 23 +++++++++++++++---- 3 files changed, 25 insertions(+), 12 deletions(-) diff --git a/src/asispectralinversion/asispectralinversion_runscript.py b/src/asispectralinversion/asispectralinversion_runscript.py index b3c5846..e405a7f 100644 --- a/src/asispectralinversion/asispectralinversion_runscript.py +++ b/src/asispectralinversion/asispectralinversion_runscript.py @@ -23,16 +23,16 @@ # Tweakable inputs date = '20230216' # date in the form of YYYYMMDD -starttime = '100000' # time in the format of HHMMSS -endtime = '105959' # time in the format of HHMMSS +starttime = '110900' # time in the format of HHMMSS +endtime = '115959' # time in the format of HHMMSS maglatsite = 65.8 # site of camera in magnetic latitude lambdas = ['0428', '0558', '0630'] # wavelengths (nm) of imager filters -folder = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_inputs/asi/images/10ut/' # folder that holds all image files and GLOW outputs for an hour's worth of an event -base_outdir = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/10UT/' # output directory to store all output figures and h5s -output_txt = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/10UT/time_ranges.txt' # output for txt file that shows time cadence +folder = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_inputs/asi/images/11ut/' # folder that holds all image files and GLOW outputs for an hour's worth of an event +base_outdir = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/11UT/' # output directory to store all output figures and h5s +output_txt = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/11UT/time_ranges.txt' # output for txt file that shows time cadence # Main function calls to run through entire process date, starttime, endtime, maglatsite, folder, base_outdir, lambdas = file_data(date, starttime, endtime, maglatsite, folder, output_txt, base_outdir) diff --git a/src/asispectralinversion/gemini_mapping.py b/src/asispectralinversion/gemini_mapping.py index 1ae6013..6041af6 100644 --- a/src/asispectralinversion/gemini_mapping.py +++ b/src/asispectralinversion/gemini_mapping.py @@ -5,8 +5,8 @@ import scipy import os -asifn = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/6UT/grouped_1geodetic_Q_E0.h5' -outdir = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/6UT/grouped_1/' +asifn = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/6UT/grouped_54geodetic_Q_E0.h5' +outdir = '/Users/clevenger/Projects/data_assimilation2/test_dates/02162023/data_product_outputs/asi_spectral_inversion/6UT/grouped_54/gemini_out/' with h5py.File(asifn,"r") as h5: lon = h5['Geodetic Longitude'][:] diff --git a/src/asispectralinversion/preprocessing.py b/src/asispectralinversion/preprocessing.py index cc5423c..fd1e10f 100644 --- a/src/asispectralinversion/preprocessing.py +++ b/src/asispectralinversion/preprocessing.py @@ -104,11 +104,24 @@ def gauss(x, A, x0, sigma): fitfailed = False try: [peak, cent, sig] = scipy.optimize.curve_fit(gauss, bincenters, hist, p0=[np.amax(plothist) / 5, centerguess, sigguess])[0] - - except: - print('Fit failed!') - fitfailed = True - + except Exception as e: + print('Fit failed! Failed at {e}') + # fitfailed = True + + # If fit fails, try corners instead for this particular case + try: + cent, sig = background_brightness_corners(im, lon, lat) + except Exception as e: + print('Fit failed for corners method at {e}') + + # Make a last resort, not-so-great guess + try: + cent = centerguess + sig = sigguess + except Exception as e: + print('Fit failed for all methods at {e}') + fitfailed = True + # Range of the data hrange = bins[-1] - bins[0] From 39a3b88cb0e6a9f01f7eae185c8a20c2fbdb18d5 Mon Sep 17 00:00:00 2001 From: hayleyclev <114105668+hayleyclev@users.noreply.github.com> Date: Wed, 21 Aug 2024 13:37:13 -0400 Subject: [PATCH 11/49] Update README.md --- README.md | 56 +++++++++++++++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 56 insertions(+) diff --git a/README.md b/README.md index 254c109..349336d 100644 --- a/README.md +++ b/README.md @@ -49,6 +49,8 @@ process_grouped_files(date, starttime, endtime, maglatsite, folder, base_outdir, ``` +Note that the required inputs are a date to pull PNG files for, a GLOW lookup table for the corresponding time(s), and a skymap.mat file. See instructions below for generating GLOW lookup tables and downloading the necessary skymap.mat file to go with each run. + ## Data products obtained using the asispectralinversion library Running this process gives a user: @@ -83,3 +85,57 @@ All maps are given in both geodetic and geomagnetic coordinates. ## Using this library to format maps to plug into GEMINI The gemini_mapping.py script located in asispectralinversion/src/ takes the 2D maps achieved by running asispectralinversion_runscript.py and formats them in a way that the GEMINI model can use to generate model precipitation inputs. + + +## Obtaining GLOW Lookup Tables + +You can either obtain the base code for generating these lookup tables from https://github.com/NCAR/GLOW and add a few files to the directory where you have this saved, or you can pull all of the files located [here](https://www.dropbox.com/home/Hayley%20Clevenger/GLOW/invert_GLOW) and put them in one location. If you grab everything from NCAR/GLOW, you will need to include the files/folders from the shared location entitiled "output," "glow_invert_tables_v3.exe," "glow_invert_tables_v3.f90," "glow_invert_tables_v3.o," and any of the files starting with "in.invert" + +You will want to download a fortran compiler -- I personally use gfortran on MacOS M1, though other options are fine depending on the combination of compilers you have for your specific machine. + +Once all of these are downloaded, you will want to navigate to where you have all of this stored on your machine and: + +1. Create the makefile/compile: + ```make -f make_invert_tables.v3``` + +2. Edit the makefile to match your compiler: + For instance, when I compile, my makefile has the line: "FC = gfortran" (so if you are not using gfortran, fill that in with your compiler) + +3. Duplicate one of the in.invert files, rename it for the date you are running, and fill in the appropriate parameters: + The following example is for a file for March 19, 2023 (assuming you name the file in.invert., in.invert.23078) + - YYDOY: 23078 + - ut time (seconds): 29760 + - glat (degrees): 65.12 + - glon (degrees): 212.8 + - f10.7a (average solar flux): 159.9 + - f10.7 (solar flux for this particular day): 143.0 + - f10.7p (solar flux for the previous day): 140.0 + - Ap: 10.0 + - Ec (dummy): 1.0 + - Qc (dummy): 1000.0 + +4. Run the executable program "glow_invert_tables_v3.exe" + ```./glow_invert_tables_v3.exe < in.invert.23078``` + Depending on your machine, this may take a while. It takes my machine about 20 minutes to generate one table. + +5. Check outut/v3/ folder + There should be 11 files that are generated and stored in this folder: + - edens3d_23078_29760.bin + - eta4278_23078_29760.bin + - eta5577_23078_29760.bin + - eta6300_23078_29760.bin + - eta8446_23078_29760.bin + - hall3d_23078_29760.bin + - I4278_23078_29760.bin + - I5577_23078_29760.bin + - I6300_23078_29760.bin + - I8446_23078_29760.bin + - ped3d_23078_29760.bin + +6. Copy/move GLOW output files + If you are keeping the same format for the runscript as above, you will want to store these files in the same spot you plan to store the PNG files, with the variable "folder." + + +## Obtaining the skymap.mat file + +For all runs specifically with the Poker DASC (which this repo is supporting), the same skymap.mat file will be used for every single run. It can be found [here](https://www.dropbox.com/home/Hayley%20Clevenger/GLOW). If the DASC gets moved at all, the skymap.mat file contents will change and the new version will be needed for the relevant dates. From 5e6ea2e50485d153c615874ce8b9c895aba8bd75 Mon Sep 17 00:00:00 2001 From: hayleyclev <114105668+hayleyclev@users.noreply.github.com> Date: Wed, 21 Aug 2024 13:38:04 -0400 Subject: [PATCH 12/49] Update README.md --- README.md | 21 +++++++++++++++------ 1 file changed, 15 insertions(+), 6 deletions(-) diff --git a/README.md b/README.md index 349336d..5a9d1dd 100644 --- a/README.md +++ b/README.md @@ -96,13 +96,17 @@ You will want to download a fortran compiler -- I personally use gfortran on Mac Once all of these are downloaded, you will want to navigate to where you have all of this stored on your machine and: 1. Create the makefile/compile: + ```make -f make_invert_tables.v3``` -2. Edit the makefile to match your compiler: +3. Edit the makefile to match your compiler: + For instance, when I compile, my makefile has the line: "FC = gfortran" (so if you are not using gfortran, fill that in with your compiler) -3. Duplicate one of the in.invert files, rename it for the date you are running, and fill in the appropriate parameters: +5. Duplicate one of the in.invert files, rename it for the date you are running, and fill in the appropriate parameters: + The following example is for a file for March 19, 2023 (assuming you name the file in.invert., in.invert.23078) + - YYDOY: 23078 - ut time (seconds): 29760 - glat (degrees): 65.12 @@ -114,12 +118,16 @@ Once all of these are downloaded, you will want to navigate to where you have al - Ec (dummy): 1.0 - Qc (dummy): 1000.0 -4. Run the executable program "glow_invert_tables_v3.exe" +7. Run the executable program "glow_invert_tables_v3.exe" + ```./glow_invert_tables_v3.exe < in.invert.23078``` + Depending on your machine, this may take a while. It takes my machine about 20 minutes to generate one table. -5. Check outut/v3/ folder +9. Check outut/v3/ folder + There should be 11 files that are generated and stored in this folder: + - edens3d_23078_29760.bin - eta4278_23078_29760.bin - eta5577_23078_29760.bin @@ -132,8 +140,9 @@ Once all of these are downloaded, you will want to navigate to where you have al - I8446_23078_29760.bin - ped3d_23078_29760.bin -6. Copy/move GLOW output files - If you are keeping the same format for the runscript as above, you will want to store these files in the same spot you plan to store the PNG files, with the variable "folder." +11. Copy/move GLOW output files + + If you are keeping the same format for the runscript as above, you will want to store these files in the same spot you plan to store the PNG files, with the variable "folder." ## Obtaining the skymap.mat file From a7b876e23159443c225a85aae8e3cb7eb2895406 Mon Sep 17 00:00:00 2001 From: Leslie Lamarche Date: Wed, 11 Jun 2025 15:00:23 -0700 Subject: [PATCH 13/49] Change to relative imports so code can be run in a different location. --- src/asispectralinversion/filing.py | 4 +++- src/asispectralinversion/preparation.py | 12 ++++++------ src/asispectralinversion/transformation.py | 4 ++-- 3 files changed, 11 insertions(+), 9 deletions(-) diff --git a/src/asispectralinversion/filing.py b/src/asispectralinversion/filing.py index eeb5401..b5c9e02 100644 --- a/src/asispectralinversion/filing.py +++ b/src/asispectralinversion/filing.py @@ -9,7 +9,7 @@ import requests from os.path import exists import wget -from transformation import feed_data +from .transformation import feed_data import pandas as pd """ @@ -86,6 +86,7 @@ def genlinks(date, starttime, endtime): # Pull and process file list soup = BeautifulSoup(requests.get(url).text,'html.parser') + print(soup.find_all('a')[5:]) # First 5 links are not actual events rawlinks = soup.find_all('a')[5:] # Turning into a numpy array @@ -102,6 +103,7 @@ def genlinks(date, starttime, endtime): newlinks = np.zeros([len(links), 3]) for i in range(len(links)): time,color = links[i].split('.')[0].split('_')[2:] # time and color from filename + print(time, color) newlinks[i, 0] = seconds_since_midnight(time) # seconds past midnight newlinks[i, 1] = color newlinks[i, 2] = time diff --git a/src/asispectralinversion/preparation.py b/src/asispectralinversion/preparation.py index dc8c038..775b3b3 100644 --- a/src/asispectralinversion/preparation.py +++ b/src/asispectralinversion/preparation.py @@ -4,12 +4,12 @@ import datetime import os from apexpy import Apex -from inversion import load_lookup_tables_directory -from inversion import calculate_E0_Q_v2 -from preprocessing import wavelet_denoise_resample -from preprocessing import gaussian_denoise_resample -from preprocessing import to_rayleighs -from inversion import calculate_Sig +from .inversion import load_lookup_tables_directory +from .inversion import calculate_E0_Q_v2 +from .preprocessing import wavelet_denoise_resample +from .preprocessing import gaussian_denoise_resample +from .preprocessing import to_rayleighs +from .inversion import calculate_Sig """ Purpose of this script: diff --git a/src/asispectralinversion/transformation.py b/src/asispectralinversion/transformation.py index a96c839..f9949bc 100644 --- a/src/asispectralinversion/transformation.py +++ b/src/asispectralinversion/transformation.py @@ -4,7 +4,7 @@ from apexpy import Apex from scipy.interpolate import griddata import matplotlib.pyplot as plt -from preparation import prepare_data +from .preparation import prepare_data import os import h5py @@ -409,4 +409,4 @@ def feed_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_outd SigH_reg) print("Returning all necessary data to funnel into Lompe and GEMINI...") - return dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg \ No newline at end of file + return dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg From 7f1ac3ae4eb50a3c8074f9f380c0fe272ec41bb7 Mon Sep 17 00:00:00 2001 From: Leslie Lamarche Date: Thu, 12 Jun 2025 23:45:37 -0700 Subject: [PATCH 14/49] Minor changes to allow program to run locally. --- src/asispectralinversion/filing.py | 2 +- src/asispectralinversion/inversion.py | 3 ++- 2 files changed, 3 insertions(+), 2 deletions(-) diff --git a/src/asispectralinversion/filing.py b/src/asispectralinversion/filing.py index b5c9e02..219a25a 100644 --- a/src/asispectralinversion/filing.py +++ b/src/asispectralinversion/filing.py @@ -404,7 +404,7 @@ def file_data(date, starttime, endtime, maglatsite, folder, output_txt, base_out print("Running all data wrangling processes...") # Main function calls - download_imagery(date, starttime, endtime, folder) + #download_imagery(date, starttime, endtime, folder) folder = sort_pngs(folder) folder = png_2_h5(folder) folder = group_frames(folder) diff --git a/src/asispectralinversion/inversion.py b/src/asispectralinversion/inversion.py index 3f4ccbe..f5e7866 100644 --- a/src/asispectralinversion/inversion.py +++ b/src/asispectralinversion/inversion.py @@ -12,7 +12,8 @@ def sig_integrator(sigmat, altvec, maglat): """ # Cumulative trapezoidal integration - Sigmat = scipy.integrate.cumtrapz(sigmat, altvec / 100, axis = 0)[-1] + #Sigmat = scipy.integrate.cumtrapz(sigmat, altvec / 100, axis = 0)[-1] + Sigmat = scipy.integrate.cumulative_trapezoid(sigmat, altvec / 100, axis = 0)[-1] # Added by LL 2025-06-12 - cumtrapz was replaced with cumlative_trapezoid in scipy version 1.6 # First order account for magnetic field angle from vertical Sigmat /= np.sin(maglat * np.pi / 180) From 961a0e767224f0e0b6a4330c08cdf7d3d614b484 Mon Sep 17 00:00:00 2001 From: Leslie Lamarche Date: Thu, 12 Jun 2025 23:50:24 -0700 Subject: [PATCH 15/49] Move example runscript to root of directory. --- .../asispectralinversion_runscript.py => example_runscript.py | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename src/asispectralinversion/asispectralinversion_runscript.py => example_runscript.py (100%) diff --git a/src/asispectralinversion/asispectralinversion_runscript.py b/example_runscript.py similarity index 100% rename from src/asispectralinversion/asispectralinversion_runscript.py rename to example_runscript.py From 80ca16a5b2bce58d47b19bd0fd8f4068b65b474f Mon Sep 17 00:00:00 2001 From: Leslie Lamarche Date: Mon, 16 Jun 2025 13:54:26 -0700 Subject: [PATCH 16/49] Modify several functions in main pipeline to remove unnecessary input/output and so they work directly on png files. --- src/asispectralinversion/filing.py | 170 +++--- src/asispectralinversion/preparation.py | 286 +++++---- src/asispectralinversion/transformation.py | 639 ++++++++++++--------- 3 files changed, 625 insertions(+), 470 deletions(-) diff --git a/src/asispectralinversion/filing.py b/src/asispectralinversion/filing.py index 219a25a..4de0b0d 100644 --- a/src/asispectralinversion/filing.py +++ b/src/asispectralinversion/filing.py @@ -86,7 +86,6 @@ def genlinks(date, starttime, endtime): # Pull and process file list soup = BeautifulSoup(requests.get(url).text,'html.parser') - print(soup.find_all('a')[5:]) # First 5 links are not actual events rawlinks = soup.find_all('a')[5:] # Turning into a numpy array @@ -103,7 +102,6 @@ def genlinks(date, starttime, endtime): newlinks = np.zeros([len(links), 3]) for i in range(len(links)): time,color = links[i].split('.')[0].split('_')[2:] # time and color from filename - print(time, color) newlinks[i, 0] = seconds_since_midnight(time) # seconds past midnight newlinks[i, 1] = color newlinks[i, 2] = time @@ -178,6 +176,7 @@ def download_imagery(date, starttime, endtime, folder): #else: #wget.download(links[i], out=date) file_path = os.path.join(folder, fnames[i]) + print(file_path) if exists(file_path): continue else: @@ -395,7 +394,7 @@ def make_time_spreadsheet(output_txt, base_outdir): return df -def file_data(date, starttime, endtime, maglatsite, folder, output_txt, base_outdir): +def file_data(date, starttime, endtime, folder): """ Purpose: - runs all filing processes from functions above @@ -404,94 +403,109 @@ def file_data(date, starttime, endtime, maglatsite, folder, output_txt, base_out print("Running all data wrangling processes...") # Main function calls - #download_imagery(date, starttime, endtime, folder) - folder = sort_pngs(folder) - folder = png_2_h5(folder) + download_imagery(date, starttime, endtime, folder) + #folder = sort_pngs(folder) + #folder = png_2_h5(folder) folder = group_frames(folder) - make_time_list(folder, output_txt) - df = make_time_spreadsheet(output_txt, base_outdir) +# make_time_list(folder, output_txt) +# df = make_time_spreadsheet(output_txt, base_outdir) - lambdas = ['0428/', '0558/', '0630/'] - grouped_files = [] +# lambdas = ['0428/', '0558/', '0630/'] + grouped_files = dict() - for lam in lambdas: - lam_folder = os.path.join(folder, lam, 'h5_files') - h5_files = glob.glob(os.path.join(lam_folder, '*_*.h5')) - - # Sort h5s by timestamp in filenames - def get_timestamp(file): - match = re.search(r'_(\d{8}_\d{6})', file) - return match.group(1) if match else '' # just an empty string if nothing there +# for lam in lambdas: +# lam_folder = os.path.join(folder, lam, 'h5_files') +# h5_files = glob.glob(os.path.join(lam_folder, '*_*.h5')) - h5_list = sorted(h5_files, key=get_timestamp) +# # Sort h5s by timestamp in filenames +# def get_timestamp(file): +# match = re.search(r'_(\d{8}_\d{6})', file) +# return match.group(1) if match else '' # just an empty string if nothing there + + for color in ['0428', '0558', '0630']: + file_list = sorted(glob.glob(os.path.join(folder, 'PKR_*_'+color+'.png'))) + #for f in file_list: + # print(f, get_timestamp(f)) + # h5_list = sorted(h5_files, key=get_timestamp) # Group into sets of 3 - grouped_h5 = [h5_list[i: i + 3] for i in range(0, len(h5_list), 3)] + gf = [file_list[i: i+3] for i in range(0, len(file_list), 3)] + grouped_files[color] = gf + #print(grouped_files) - for files in grouped_h5: - if len(files) > 0: - times = [] - for file in files: - match = re.search(r'_(\d{8}_\d{6})', file) - if match: - time_str = match.group(1)[8:] - times.append(time_str) - - if times: - min_time = min(times) - max_time = max(times) - range_str = f"{min_time}-{max_time}" - grouped_files.append(os.path.join(lam_folder, f"{range_str}.h5")) - - return date, starttime, endtime, maglatsite, folder, base_outdir, lambdas +# for files in grouped_h5: +# if len(files) > 0: +# times = [] +# for file in files: +# match = re.search(r'_(\d{8}_\d{6})', file) +# if match: +# time_str = match.group(1)[8:] +# times.append(time_str) +# +# if times: +# min_time = min(times) +# max_time = max(times) +# range_str = f"{min_time}-{max_time}" +# grouped_files.append(os.path.join(lam_folder, f"{range_str}.h5")) +# +# return date, starttime, endtime, folder, base_outdir, lambdas + return grouped_files -def get_grouped_files(folder, lambdas): - """ - Purpose: - - pulls together all of the grouped files - """ - - grouped_files = {lam: sorted(glob.glob(os.path.join(folder, lam, 'h5_files', 'grouped_h5_files', '*.h5')), key=lambda x: int(re.search(r'_(\d+)', os.path.basename(x)).group(1))) for lam in lambdas} - - return grouped_files +#def get_grouped_files(folder, lambdas): +# """ +# Purpose: +# - pulls together all of the grouped files +# """ +# +# grouped_files = {lam: sorted(glob.glob(os.path.join(folder, lam, 'h5_files', 'grouped_h5_files', '*.h5')), key=lambda x: int(re.search(r'_(\d+)', os.path.basename(x)).group(1))) for lam in lambdas} +# +# return grouped_files -def process_grouped_files(date, starttime, endtime, maglatsite, folder, base_outdir, lambdas): +#def process_grouped_files(date, starttime, endtime, maglatsite, folder, base_outdir, lambdas): +def process_grouped_files(date, maglatsite, folder, base_outdir, grouped_files): """ Purpose: - pulls info from get_grouped_files and feeds all of the processed h5s into feed_data function - this is what allows for the process to be time varying!! """ - grouped_files = get_grouped_files(folder, lambdas) - - # Find the maximum number of groups across all wavelengths - max_groups = max(len(files) for files in grouped_files.values()) - - # Iterate over each group index - time varying!! - for idx in range(max_groups): - foi_files = {} - - for lam in lambdas: - if idx < len(grouped_files[lam]): - foi = grouped_files[lam][idx] - foi_files[lam] = os.path.join(lam, 'h5_files', 'grouped_h5_files', os.path.basename(foi)) - else: - foi_files[lam] = None # handle cases where there may be less files for some wavelengths - - print("FOI Files:", foi_files) - - # Ensure all necessary files collected before calling feed_data - if all(foi is not None for foi in foi_files.values()): - group_number = f"grouped_{idx + 1}" - group_outdir = os.path.join(base_outdir, group_number) - os.makedirs(group_outdir, exist_ok=True) - - feed_data(date, maglatsite, folder, - foi_files['0428/'], - foi_files['0558/'], - foi_files['0630/'], - group_outdir, - group_number) - else: - continue + #grouped_files = get_grouped_files(folder, lambdas) + + for redfiles, greenfiles, bluefiles in zip(grouped_files['0630'], grouped_files['0558'], grouped_files['0428']): + #print('RED', redfiles) + #print('GREEN', greenfiles) + #print('BLUE', bluefiles) + feed_data(date, maglatsite, folder, bluefiles, greenfiles, redfiles, base_outdir) + +# # Find the maximum number of groups across all wavelengths +# max_groups = max(len(files) for files in grouped_files.values()) +# +# # Iterate over each group index - time varying!! +# for idx in range(max_groups): +# foi_files = {} +# +# for lam in lambdas: +# if idx < len(grouped_files[lam]): +# foi = grouped_files[lam][idx] +# foi_files[lam] = os.path.join(lam, 'h5_files', 'grouped_h5_files', os.path.basename(foi)) +# else: +# foi_files[lam] = None # handle cases where there may be less files for some wavelengths +# +# print("FOI Files:", foi_files) +# +# # Ensure all necessary files collected before calling feed_data +# if all(foi is not None for foi in foi_files.values()): +# group_number = f"grouped_{idx + 1}" +# group_outdir = os.path.join(base_outdir, group_number) +# os.makedirs(group_outdir, exist_ok=True) +# +# # Main call to process inversion +# feed_data(date, maglatsite, folder, +# foi_files['0428/'], +# foi_files['0558/'], +# foi_files['0630/'], +# group_outdir, +# group_number) +# else: +# continue diff --git a/src/asispectralinversion/preparation.py b/src/asispectralinversion/preparation.py index 775b3b3..3ea14dc 100644 --- a/src/asispectralinversion/preparation.py +++ b/src/asispectralinversion/preparation.py @@ -18,85 +18,126 @@ - returns Q, E0, SigmaP, and SigmaH in regularized, geomagnetic coordinates """ -def copy_h5(vtest): - """ - Purpose: - - copies an HDF5 structure to a python dict recursively - """ - - dicttest = {} - keyslist = list(vtest.keys()) - for key in keyslist: - if type(vtest[key]) == h5py._hl.dataset.Dataset: - if vtest[key].shape[1] == 1: - if vtest[key].shape[0] == 1: - dicttest[key] = vtest[key][0][0] - else: - dicttest[key] = np.asarray(vtest[key]).flatten() - else: - dicttest[key] = np.asarray(vtest[key]) - else: - dicttest[key] = copy_h5(vtest[key]) - - return dicttest - - -def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_outdir, group_number): +#def copy_h5(vtest): +# """ +# Purpose: +# - copies an HDF5 structure to a python dict recursively +# """ +# +# dicttest = {} +# keyslist = list(vtest.keys()) +# for key in keyslist: +# if type(vtest[key]) == h5py._hl.dataset.Dataset: +# if vtest[key].shape[1] == 1: +# if vtest[key].shape[0] == 1: +# dicttest[key] = vtest[key][0][0] +# else: +# dicttest[key] = np.asarray(vtest[key]).flatten() +# else: +# dicttest[key] = np.asarray(vtest[key]) +# else: +# dicttest[key] = copy_h5(vtest[key]) +# +# return dicttest + + +#def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_outdir, group_number): +from PIL import Image + +def prepare_data(dtdate, redimgs, greenimgs, blueimgs, skymap_file, plot=False): """ Purpose: - prepares Q, E0, SigP, and SigH given ASI data """ + # Main inversion?? print("Pulling information from data files and lookup tables...") - dtdate = datetime.date(int(date[:4]),int(date[4:6]),int(date[6:])) # creating datetime object from given date + #dtdate = datetime.date(int(date[:4]),int(date[4:6]),int(date[6:])) # creating datetime object from given date + # These should be function parameters blur_deg_EW = 0.4 # gaussian blur width in degrees maglon blur_deg_NS = 0.04 # gaussian blur width in degrees maglat n_shifts = 50 # integer determining shift-invariance of wavelets background_method = 'patches' # set to 'patches' or 'corners' - v = load_lookup_tables_directory(folder, maglatsite) + ## Load lookup tables + #v = load_lookup_tables_directory(folder, maglatsite) - redims = copy_h5(h5py.File(folder + '/' + foi_0630)) - greenims = copy_h5(h5py.File(folder + '/' + foi_0558)) - blueims = copy_h5(h5py.File(folder + '/' + foi_0428)) - - vskymap = copy_h5(h5py.File(folder + 'skymap.mat')['magnetic_footpointing']) - skymapred = [vskymap['180km']['lat'], vskymap['180km']['lon']] - skymapgreen = [vskymap['110km']['lat'], vskymap['110km']['lon']] - skymapblue = [vskymap['107km']['lat'], vskymap['107km']['lon']] - - greenimcoadd = (greenims['frame_1'] + greenims['frame_2'] + greenims['frame_3']) / 3 - blueimcoadd = (blueims['frame_1'] + blueims['frame_2'] + blueims['frame_3']) / 3 - redimcoadd = (redims['frame_1'] + redims['frame_2'] + redims['frame_3']) / 3 - - plt.imshow(redimcoadd) - plt.title('Red Imagery') - plt.xlabel('E-W') - plt.ylabel('N-S') - red_fn = 'red_imagery.png' - red_out = os.path.join(group_outdir, red_fn) - plt.savefig(red_out) - plt.close() - - plt.imshow(greenimcoadd) - plt.title('Green Imagery') - plt.xlabel('E-W') - plt.ylabel('N-S') - green_fn = 'green_imagery.png' - green_out = os.path.join(group_outdir, green_fn) - plt.savefig(green_out) - plt.close() - - plt.imshow(blueimcoadd) - plt.title('Blue Imagery') - plt.xlabel('E-W') - plt.ylabel('N-S') - blue_fn = 'blue_imagery.png' - blue_out = os.path.join(group_outdir, blue_fn) - plt.savefig(blue_out) - plt.close() - + # load images + #redims = copy_h5(h5py.File(folder + '/' + foi_0630)) + #greenims = copy_h5(h5py.File(folder + '/' + foi_0558)) + #blueims = copy_h5(h5py.File(folder + '/' + foi_0428)) + + # Convert PNG to numpy array + redims = list() + for src_file in redimgs: + with Image.open(src_file) as img: + redims.append(np.array(img)) + + greenims = list() + for src_file in greenimgs: + with Image.open(src_file) as img: + greenims.append(np.array(img)) + + blueims = list() + for src_file in blueimgs: + with Image.open(src_file) as img: + blueims.append(np.array(img)) + + + # load skymap files + #vskymap = copy_h5(h5py.File(folder + 'skymap.mat')['magnetic_footpointing']) + #skymapred = [vskymap['180km']['lat'], vskymap['180km']['lon']] + #skymapgreen = [vskymap['110km']['lat'], vskymap['110km']['lon']] + #skymapblue = [vskymap['107km']['lat'], vskymap['107km']['lon']] + + with h5py.File(skymap_file, 'r') as h5: + skymapred = [h5['/magnetic_footpointing/180km/lat'][:], + h5['/magnetic_footpointing/180km/lon'][:]] + skymapgreen = [h5['/magnetic_footpointing/110km/lat'][:], + h5['/magnetic_footpointing/110km/lon'][:]] + skymapblue = [h5['/magnetic_footpointing/107km/lat'][:], + h5['/magnetic_footpointing/107km/lon'][:]] + + ## Prepare data with coadding + #greenimcoadd = (greenims['frame_1'] + greenims['frame_2'] + greenims['frame_3']) / 3 + #blueimcoadd = (blueims['frame_1'] + blueims['frame_2'] + blueims['frame_3']) / 3 + #redimcoadd = (redims['frame_1'] + redims['frame_2'] + redims['frame_3']) / 3 + + redimcoadd = sum(redims)/len(redims) + greenimcoadd = sum(greenims)/len(greenims) + blueimcoadd = sum(blueims)/len(blueims) + + # Create pngs of coadded images (this should be optional) + if plot: + plt.imshow(redimcoadd) + plt.title('Red Imagery') + plt.xlabel('E-W') + plt.ylabel('N-S') + red_fn = 'red_imagery.png' + #red_out = os.path.join(group_outdir, red_fn) + plt.savefig(red_fn) + plt.close() + + plt.imshow(greenimcoadd) + plt.title('Green Imagery') + plt.xlabel('E-W') + plt.ylabel('N-S') + green_fn = 'green_imagery.png' + #green_out = os.path.join(group_outdir, green_fn) + plt.savefig(green_fn) + plt.close() + + plt.imshow(blueimcoadd) + plt.title('Blue Imagery') + plt.xlabel('E-W') + plt.ylabel('N-S') + blue_fn = 'blue_imagery.png' + #blue_out = os.path.join(group_outdir, blue_fn) + plt.savefig(blue_fn) + plt.close() + + # Map everything to magnetic coordinates? A = Apex(date = dtdate) bmla, bmlo = A.convert(skymapblue[0].reshape(-1), np.mod(skymapblue[1].reshape(-1), 360), 'geo', 'apex', height = 110) @@ -111,6 +152,11 @@ def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_o print("Denoising images...") + # regridding happens somewhere in here + # Also image processing/smoothing/denoising/gap-filling + # There's a bunch of image copying in here that's probably memory heavy - is it really necessary? + # Can we seperate red, green, and blue processing into their own functions? (Low Priority) + # Somehow this function generates the maglon and maglat grids - WHY? blueimdenoisewavelet, blueimreg, lon110, lat110, maglon, maglat, bluebgbright, bluesig = wavelet_denoise_resample(blueimcoadd, dtdate, skymapblue[1], skymapblue[0], interplonvec, interplatvec, 110, nshifts = n_shifts, background_method = background_method, plot = True) @@ -198,58 +244,64 @@ def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_o colormat = np.asarray([nred * (redframe - redmin), ngreen * (greenframe - greenmin), nblue * (blueframe - bluemin)]).astype(float) colormat /= maxbright - - print("Calculating Q and E0...") - qout, e0out, minq, maxq, mine0, maxe0 = calculate_E0_Q_v2(redraydec, greenraydec, blueraydec, v, minE0 = 150, generous = True) - - print("Calculating conductivities given Q and E0...") - - # Calculate conductivities AFTER calculating Q and E0 - SigP, SigH = calculate_Sig(qout, e0out, v, generous = True) + ## Actual inversion and Conductance calculations happen here + ## Probably makes sense to shift these into a new function so this function is limited to image preprocessing and prep + #print("Calculating Q and E0...") + + #qout, e0out, minq, maxq, mine0, maxe0 = calculate_E0_Q_v2(redraydec, greenraydec, blueraydec, v, minE0 = 150, generous = True) + # + #print("Calculating conductivities given Q and E0...") + # + ## Calculate conductivities AFTER calculating Q and E0 + #SigP, SigH = calculate_Sig(qout, e0out, v, generous = True) + # maglon_dec = maglon[::dec, ::dec] maglat_dec = maglat[::dec, ::dec] - - # Troubleshooting plots - plt.title('Map of Q in Geomagnetic Coordinates') - plt.pcolormesh(maglon_dec, maglat_dec, qout, cmap = 'plasma') - plt.colorbar(label = 'mW/m$^2$') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - Q_fn = 'Q_geomag.png' - Q_out = os.path.join(group_outdir, Q_fn) - plt.savefig(Q_out) - plt.close() - - plt.title('Map of E0 in Geomagnetic Coordinates') - plt.pcolormesh(maglon_dec, maglat_dec, e0out, cmap = 'viridis') - plt.colorbar(label = 'eV') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - E0_fn = 'E0_geomag.png' - E0_out = os.path.join(group_outdir, E0_fn) - plt.savefig(E0_out) - plt.close() - - plt.title('Map of SigP in Geomagnetic Coordinates') - plt.pcolormesh(maglon_dec, maglat_dec, SigP, cmap = 'magma') - plt.colorbar(label = 'mho ($\mho$)') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - SigP_fn = 'SigP_geomag.png' - SigP_out = os.path.join(group_outdir, SigP_fn) - plt.savefig(SigP_out) - plt.close() - - plt.title('Map of SigH in Geomagnetic Coordinates') - plt.pcolormesh(maglon_dec, maglat_dec, SigH, cmap = 'cividis') - plt.colorbar(label = 'mho ($\mho$)') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - SigH_fn = 'SigH_geomag.png' - SigH_out = os.path.join(group_outdir, SigH_fn) - plt.savefig(SigH_out) - plt.close() - - return dtdate, group_outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH + + return redraydec, greenraydec, blueraydec, maglon_dec, maglat_dec + + ## Make plotting optional + ## Troubleshooting plots + #plt.title('Map of Q in Geomagnetic Coordinates') + #plt.pcolormesh(maglon_dec, maglat_dec, qout, cmap = 'plasma') + #plt.colorbar(label = 'mW/m$^2$') + #plt.xlabel('Geomagnetic Longitude') + #plt.ylabel('Geomagnetic Latitude') + #Q_fn = 'Q_geomag.png' + #Q_out = os.path.join(group_outdir, Q_fn) + #plt.savefig(Q_out) + #plt.close() + + #plt.title('Map of E0 in Geomagnetic Coordinates') + #plt.pcolormesh(maglon_dec, maglat_dec, e0out, cmap = 'viridis') + #plt.colorbar(label = 'eV') + #plt.xlabel('Geomagnetic Longitude') + #plt.ylabel('Geomagnetic Latitude') + #E0_fn = 'E0_geomag.png' + #E0_out = os.path.join(group_outdir, E0_fn) + #plt.savefig(E0_out) + #plt.close() + + #plt.title('Map of SigP in Geomagnetic Coordinates') + #plt.pcolormesh(maglon_dec, maglat_dec, SigP, cmap = 'magma') + #plt.colorbar(label = 'mho ($\mho$)') + #plt.xlabel('Geomagnetic Longitude') + #plt.ylabel('Geomagnetic Latitude') + #SigP_fn = 'SigP_geomag.png' + #SigP_out = os.path.join(group_outdir, SigP_fn) + #plt.savefig(SigP_out) + #plt.close() + # + #plt.title('Map of SigH in Geomagnetic Coordinates') + #plt.pcolormesh(maglon_dec, maglat_dec, SigH, cmap = 'cividis') + #plt.colorbar(label = 'mho ($\mho$)') + #plt.xlabel('Geomagnetic Longitude') + #plt.ylabel('Geomagnetic Latitude') + #SigH_fn = 'SigH_geomag.png' + #SigH_out = os.path.join(group_outdir, SigH_fn) + #plt.savefig(SigH_out) + #plt.close() + # + #return dtdate, group_outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH diff --git a/src/asispectralinversion/transformation.py b/src/asispectralinversion/transformation.py index f9949bc..82f51dd 100644 --- a/src/asispectralinversion/transformation.py +++ b/src/asispectralinversion/transformation.py @@ -5,6 +5,7 @@ from scipy.interpolate import griddata import matplotlib.pyplot as plt from .preparation import prepare_data +from .inversion import load_lookup_tables_directory, calculate_E0_Q_v2, calculate_Sig import os import h5py @@ -28,173 +29,198 @@ 6. Writing - writes output data file for geodetic data """ -def interp_data_nans(dtdate, group_outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH): - """ - Purpose: - - finds NaNs from inverted ASI data, masking over them - - interpolates over NaNs to fill in areas where GLOW inversion could not be performed - """ +def interp_data_nans(inarray): + mask = np.where(~np.isnan(inarray)) + interp = NearestNDInterpolator(np.transpose(mask), inarray[mask]) + filled = inarray.copy() + unmask = np.where(np.isnan(inarray)) + filled[unmask] = interp(np.transpose(unmask)) + return filled - # Determine where NaNs are and mask over them - print("Finding NaNs...") - Q_mask = np.where(~np.isnan(qout)) - E0_mask = np.where(~np.isnan(e0out)) - SigP_mask = np.where(~np.isnan(SigP)) - SigH_mask = np.where(~np.isnan(SigH)) - - # Interpolate over masked area - print("Interpolating over NaN'd areas...") - Q_interp = NearestNDInterpolator(np.transpose(Q_mask), qout[Q_mask]) - E0_interp = NearestNDInterpolator(np.transpose(E0_mask), e0out[E0_mask]) - SigP_interp = NearestNDInterpolator(np.transpose(SigP_mask), SigP[SigP_mask]) - SigH_interp = NearestNDInterpolator(np.transpose(SigH_mask), SigH[SigH_mask]) - - # Make copies of the variables to maintain shapes/sizes - Q_filled = qout.copy() - E0_filled = e0out.copy() - SigP_filled = SigP.copy() - SigH_filled = SigH.copy() - - # Determine areas where NaNs are NOT - print("Filling in NaNs with interpolated values...") - Q_unmask = np.where(np.isnan(qout)) - E0_unmask = np.where(np.isnan(e0out)) - SigP_unmask = np.where(np.isnan(SigP)) - SigH_unmask = np.where(np.isnan(SigH)) - - # Apply interpolation to fill in the NaNs - Q_filled[Q_unmask] = Q_interp(np.transpose(Q_unmask)) - E0_filled[E0_unmask] = E0_interp(np.transpose(E0_unmask)) - SigP_filled[SigP_unmask] = SigP_interp(np.transpose(SigP_unmask)) - SigH_filled[SigH_unmask] = SigH_interp(np.transpose(SigH_unmask)) - - # Troubleshooting plots - INTERPOLATED DATA IN REGULARIZED GEOMAGNETIC COORDINATES - plt.title('Map of Q in Geomagnetic Coordinates (Interpolated)') - plt.pcolormesh(maglon_dec, maglat_dec, Q_filled, cmap='plasma') - plt.colorbar(label = 'mW/m$^2$') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - Q_fn = 'Q_geomag_interp.png' - Q_out = os.path.join(group_outdir, Q_fn) - plt.savefig(Q_out) - plt.close() - plt.title('Map of E0 in Geomagnetic Coordinates (Interpolated)') - plt.pcolormesh(maglon_dec, maglat_dec, E0_filled, cmap='viridis') - plt.colorbar(label = 'eV') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - E0_fn = 'E0_geomag_interp.png' - E0_out = os.path.join(group_outdir, E0_fn) - plt.savefig(E0_out) - plt.close() +#def interp_data_nans(dtdate, group_outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH): +# """ +# Purpose: +# - finds NaNs from inverted ASI data, masking over them +# - interpolates over NaNs to fill in areas where GLOW inversion could not be performed +# """ +# +# # Determine where NaNs are and mask over them +# print("Finding NaNs...") +# Q_mask = np.where(~np.isnan(qout)) +# E0_mask = np.where(~np.isnan(e0out)) +# SigP_mask = np.where(~np.isnan(SigP)) +# SigH_mask = np.where(~np.isnan(SigH)) +# +# # Interpolate over masked area +# print("Interpolating over NaN'd areas...") +# Q_interp = NearestNDInterpolator(np.transpose(Q_mask), qout[Q_mask]) +# E0_interp = NearestNDInterpolator(np.transpose(E0_mask), e0out[E0_mask]) +# SigP_interp = NearestNDInterpolator(np.transpose(SigP_mask), SigP[SigP_mask]) +# SigH_interp = NearestNDInterpolator(np.transpose(SigH_mask), SigH[SigH_mask]) +# +# # Make copies of the variables to maintain shapes/sizes +# Q_filled = qout.copy() +# E0_filled = e0out.copy() +# SigP_filled = SigP.copy() +# SigH_filled = SigH.copy() +# +# # Determine areas where NaNs are NOT +# print("Filling in NaNs with interpolated values...") +# Q_unmask = np.where(np.isnan(qout)) +# E0_unmask = np.where(np.isnan(e0out)) +# SigP_unmask = np.where(np.isnan(SigP)) +# SigH_unmask = np.where(np.isnan(SigH)) +# +# # Apply interpolation to fill in the NaNs +# Q_filled[Q_unmask] = Q_interp(np.transpose(Q_unmask)) +# E0_filled[E0_unmask] = E0_interp(np.transpose(E0_unmask)) +# SigP_filled[SigP_unmask] = SigP_interp(np.transpose(SigP_unmask)) +# SigH_filled[SigH_unmask] = SigH_interp(np.transpose(SigH_unmask)) +# +# # Troubleshooting plots - INTERPOLATED DATA IN REGULARIZED GEOMAGNETIC COORDINATES +# plt.title('Map of Q in Geomagnetic Coordinates (Interpolated)') +# plt.pcolormesh(maglon_dec, maglat_dec, Q_filled, cmap='plasma') +# plt.colorbar(label = 'mW/m$^2$') +# plt.xlabel('Geomagnetic Longitude') +# plt.ylabel('Geomagnetic Latitude') +# Q_fn = 'Q_geomag_interp.png' +# Q_out = os.path.join(group_outdir, Q_fn) +# plt.savefig(Q_out) +# plt.close() +# +# plt.title('Map of E0 in Geomagnetic Coordinates (Interpolated)') +# plt.pcolormesh(maglon_dec, maglat_dec, E0_filled, cmap='viridis') +# plt.colorbar(label = 'eV') +# plt.xlabel('Geomagnetic Longitude') +# plt.ylabel('Geomagnetic Latitude') +# E0_fn = 'E0_geomag_interp.png' +# E0_out = os.path.join(group_outdir, E0_fn) +# plt.savefig(E0_out) +# plt.close() +# +# return dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled - return dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled +def interp_data_zeros(inarray): + mask = np.nonzero(inarray) + interp = NearestNDInterpolator(np.transpose(mask), inarray[mask]) + filled = inarray.copy() + unmask = np.where(inarray == 0) + filled[unmask] = interp(np.transpose(unmask)) + return filled -def interp_data_zeros(dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled): - """ - Purpose: - - finds NaNs from inverted ASI data, masking over them - - interpolates over NaNs to fill in areas where GLOW inversion could not be performed - """ +#def interp_data_zeros(dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled): +# """ +# Purpose: +# - finds NaNs from inverted ASI data, masking over them +# - interpolates over NaNs to fill in areas where GLOW inversion could not be performed +# """ +# +# # Determine where data points are non-zero and mask over them +# print("Finding non-zero data points...") +# Q_mask = np.nonzero(Q_filled) +# E0_mask = np.nonzero(E0_filled) +# SigP_mask = np.nonzero(SigP_filled) +# SigH_mask = np.nonzero(SigH_filled) +# +# # Interpolate over masked area +# print("Interpolating over NaN'd areas...") +# Q_interp = NearestNDInterpolator(np.transpose(Q_mask), Q_filled[Q_mask]) +# E0_interp = NearestNDInterpolator(np.transpose(E0_mask), E0_filled[E0_mask]) +# SigP_interp = NearestNDInterpolator(np.transpose(SigP_mask), SigP_filled[SigP_mask]) +# SigH_interp = NearestNDInterpolator(np.transpose(SigH_mask), SigH_filled[SigH_mask]) +# +# # Make copies of the variables to maintain shapes/sizes +# Q_filled = Q_filled.copy() +# E0_filled = E0_filled.copy() +# SigP_filled = SigP_filled.copy() +# SigH_filled = SigH_filled.copy() +# +# # Determine areas where data points are zero +# print("Filling in zero data points with interpolated values...") +# Q_unmask = np.where(Q_filled == 0) +# E0_unmask = np.where(E0_filled == 0) +# SigP_unmask = np.where(SigP_filled == 0) +# SigH_unmask = np.where(SigH_filled == 0) +# +# # Apply interpolation to fill in the NaNs +# Q_filled[Q_unmask] = Q_interp(np.transpose(Q_unmask)) +# E0_filled[E0_unmask] = E0_interp(np.transpose(E0_unmask)) +# SigP_filled[SigP_unmask] = SigP_interp(np.transpose(SigP_unmask)) +# SigH_filled[SigH_unmask] = SigH_interp(np.transpose(SigH_unmask)) +# +# # Troubleshooting plots - INTERPOLATED DATA IN REGULARIZED GEOMAGNETIC COORDINATES +# plt.title('Map of Q in Geomagnetic Coordinates (Interpolated)') +# plt.pcolormesh(maglon_dec, maglat_dec, Q_filled, cmap='plasma') +# plt.colorbar(label = 'mW/m$^2$') +# plt.xlabel('Geomagnetic Longitude') +# plt.ylabel('Geomagnetic Latitude') +# Q_fn = 'Q_geomag_interp.png' +# Q_out = os.path.join(group_outdir, Q_fn) +# plt.savefig(Q_out) +# plt.close() +# +# plt.title('Map of E0 in Geomagnetic Coordinates (Interpolated)') +# plt.pcolormesh(maglon_dec, maglat_dec, E0_filled, cmap='viridis') +# plt.colorbar(label = 'eV') +# plt.xlabel('Geomagnetic Longitude') +# plt.ylabel('Geomagnetic Latitude') +# E0_fn = 'E0_geomag_interp.png' +# E0_out = os.path.join(group_outdir, E0_fn) +# plt.savefig(E0_out) +# plt.close() +# +# return dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled - # Determine where data points are non-zero and mask over them - print("Finding non-zero data points...") - Q_mask = np.nonzero(Q_filled) - E0_mask = np.nonzero(E0_filled) - SigP_mask = np.nonzero(SigP_filled) - SigH_mask = np.nonzero(SigH_filled) - - # Interpolate over masked area - print("Interpolating over NaN'd areas...") - Q_interp = NearestNDInterpolator(np.transpose(Q_mask), Q_filled[Q_mask]) - E0_interp = NearestNDInterpolator(np.transpose(E0_mask), E0_filled[E0_mask]) - SigP_interp = NearestNDInterpolator(np.transpose(SigP_mask), SigP_filled[SigP_mask]) - SigH_interp = NearestNDInterpolator(np.transpose(SigH_mask), SigH_filled[SigH_mask]) - - # Make copies of the variables to maintain shapes/sizes - Q_filled = Q_filled.copy() - E0_filled = E0_filled.copy() - SigP_filled = SigP_filled.copy() - SigH_filled = SigH_filled.copy() - - # Determine areas where data points are zero - print("Filling in zero data points with interpolated values...") - Q_unmask = np.where(Q_filled == 0) - E0_unmask = np.where(E0_filled == 0) - SigP_unmask = np.where(SigP_filled == 0) - SigH_unmask = np.where(SigH_filled == 0) - - # Apply interpolation to fill in the NaNs - Q_filled[Q_unmask] = Q_interp(np.transpose(Q_unmask)) - E0_filled[E0_unmask] = E0_interp(np.transpose(E0_unmask)) - SigP_filled[SigP_unmask] = SigP_interp(np.transpose(SigP_unmask)) - SigH_filled[SigH_unmask] = SigH_interp(np.transpose(SigH_unmask)) - - # Troubleshooting plots - INTERPOLATED DATA IN REGULARIZED GEOMAGNETIC COORDINATES - plt.title('Map of Q in Geomagnetic Coordinates (Interpolated)') - plt.pcolormesh(maglon_dec, maglat_dec, Q_filled, cmap='plasma') - plt.colorbar(label = 'mW/m$^2$') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - Q_fn = 'Q_geomag_interp.png' - Q_out = os.path.join(group_outdir, Q_fn) - plt.savefig(Q_out) - plt.close() - - plt.title('Map of E0 in Geomagnetic Coordinates (Interpolated)') - plt.pcolormesh(maglon_dec, maglat_dec, E0_filled, cmap='viridis') - plt.colorbar(label = 'eV') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - E0_fn = 'E0_geomag_interp.png' - E0_out = os.path.join(group_outdir, E0_fn) - plt.savefig(E0_out) - plt.close() - - return dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled - - -def smooth_data(dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled): - """ - Purpose: - - smoothes over interpolated areas to handle sharp gradients brought on by interpolation - """ +def smooth_data(inarray): # Set smoothing factors for smoothing process (setting either >1 distorts things) smooth_1 = 0.5 # smoothing factor towards NaNs smooth_2 = 0.1 # smoothing factor away from NaNs - - # Smooth over interpolated area - print("Smoothing interpolated data...") - Q_smooth = scipy.ndimage.gaussian_filter(Q_filled, sigma=(smooth_1, smooth_2)) - E0_smooth = scipy.ndimage.gaussian_filter(E0_filled, sigma=(smooth_1, smooth_2)) - SigP_smooth = scipy.ndimage.gaussian_filter(SigP_filled, sigma=(smooth_1, smooth_2)) - SigH_smooth = scipy.ndimage.gaussian_filter(SigH_filled, sigma=(smooth_1, smooth_2)) - - # Troubleshooting plots - INTERPOLATED AND SMOOTHED DATA IN REGULARIZED GEOMAGNETIC COORDINATES - plt.title('Map of Q in Geomagnetic Coordinates (Smoothed)') - plt.pcolormesh(maglon_dec, maglat_dec, Q_smooth, cmap='plasma') - plt.colorbar(label = 'mW/m$^2$') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - Q_fn = 'Q_geomag_smooth.png' - Q_out = os.path.join(group_outdir, Q_fn) - plt.savefig(Q_out) - plt.close() + outarray = scipy.ndimage.gaussian_filter(inarray, sigma=(smooth_1, smooth_2)) - plt.title('Map of E0 in Geomagnetic Coordinates (Smoothed)') - plt.pcolormesh(maglon_dec, maglat_dec, E0_smooth, cmap='viridis') - plt.colorbar(label = 'eV') - plt.xlabel('Geomagnetic Longitude') - plt.ylabel('Geomagnetic Latitude') - E0_fn = 'E0_geomag_smooth.png' - E0_out = os.path.join(group_outdir, E0_fn) - plt.savefig(E0_out) - plt.close() + return outarray - return dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth +#def smooth_data(dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled): +# """ +# Purpose: +# - smoothes over interpolated areas to handle sharp gradients brought on by interpolation +# """ +# +# # Set smoothing factors for smoothing process (setting either >1 distorts things) +# smooth_1 = 0.5 # smoothing factor towards NaNs +# smooth_2 = 0.1 # smoothing factor away from NaNs +# +# # Smooth over interpolated area +# print("Smoothing interpolated data...") +# Q_smooth = scipy.ndimage.gaussian_filter(Q_filled, sigma=(smooth_1, smooth_2)) +# E0_smooth = scipy.ndimage.gaussian_filter(E0_filled, sigma=(smooth_1, smooth_2)) +# SigP_smooth = scipy.ndimage.gaussian_filter(SigP_filled, sigma=(smooth_1, smooth_2)) +# SigH_smooth = scipy.ndimage.gaussian_filter(SigH_filled, sigma=(smooth_1, smooth_2)) +# +# # Troubleshooting plots - INTERPOLATED AND SMOOTHED DATA IN REGULARIZED GEOMAGNETIC COORDINATES +# plt.title('Map of Q in Geomagnetic Coordinates (Smoothed)') +# plt.pcolormesh(maglon_dec, maglat_dec, Q_smooth, cmap='plasma') +# plt.colorbar(label = 'mW/m$^2$') +# plt.xlabel('Geomagnetic Longitude') +# plt.ylabel('Geomagnetic Latitude') +# Q_fn = 'Q_geomag_smooth.png' +# Q_out = os.path.join(group_outdir, Q_fn) +# plt.savefig(Q_out) +# plt.close() +# +# plt.title('Map of E0 in Geomagnetic Coordinates (Smoothed)') +# plt.pcolormesh(maglon_dec, maglat_dec, E0_smooth, cmap='viridis') +# plt.colorbar(label = 'eV') +# plt.xlabel('Geomagnetic Longitude') +# plt.ylabel('Geomagnetic Latitude') +# E0_fn = 'E0_geomag_smooth.png' +# E0_out = os.path.join(group_outdir, E0_fn) +# plt.savefig(E0_out) +# plt.close() +# +# return dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth def write_geomag(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): @@ -211,17 +237,25 @@ def write_geomag(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smoo hdf.create_dataset("SigP", data=SigP_smooth) hdf.create_dataset("SigH", data=SigH_smooth) - return dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth +#def write_geomag(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): +# +# print("Writing/saving file for Q, E0, SigP, and SigH in geomagnetic coordinates...") +# +# out_fn = "magnetic_Q_E0.h5" +# +# with h5py.File(group_outdir + out_fn, "w") as hdf: +# hdf.create_dataset("Decimated Magnetic Longitude", data=maglon_dec) +# hdf.create_dataset("Decimated Magnetic Latitude", data=maglat_dec) +# hdf.create_dataset("Q", data=Q_smooth) +# hdf.create_dataset("E0", data=E0_smooth) +# hdf.create_dataset("SigP", data=SigP_smooth) +# hdf.create_dataset("SigH", data=SigH_smooth) +# +# return dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth + +def transform_data(dtdate, maglon_dec, maglat_dec): -def transform_data(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): - """ - Purpose: - - converts interpolated, inverted ASI data from geomagnetic (apex) to geodetic coordinates - - trims out data that falls outside of area of interest - - transforms this data onto a geodetic, non-regularized grid - """ - # Set up Apex object info print("Setting up Apex inputs...") apex_date = dtdate @@ -230,32 +264,52 @@ def transform_data(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_sm # Perform geomagnetic to geodetic coordinate conversion for whole data set geo_lat_grid, geo_lon_grid = apex_object.convert(maglat_dec, maglon_dec, 'apex', 'geo', height=110) - - # Troubleshooting Plots - WHOLE SPACE NON-REGULARIZED DATA IN GEODETIC COORDINATES - plt.title('Map of Q in Geodetic Coordinates (Irregular Grid)') - plt.pcolormesh(geo_lon_grid, geo_lat_grid, Q_smooth, cmap='plasma') - plt.colorbar(label = 'mW/m$^2$') - plt.xlabel('Geodetic Longitude') - plt.ylabel('Geodetic Latitude') - Q_fn = 'Q_geod_irreg.png' - Q_out = os.path.join(group_outdir, Q_fn) - plt.savefig(Q_out) - plt.close() - plt.title('Map of E0 in Geodetic Coordinates (Irregular Grid)') - plt.pcolormesh(geo_lon_grid, geo_lat_grid, E0_smooth, cmap='viridis') - plt.colorbar(label = 'eV') - plt.xlabel('Geodetic Longitude') - plt.ylabel('Geodetic Latitude') - E0_fn = 'E0_geod_irreg.png' - E0_out = os.path.join(group_outdir, E0_fn) - plt.savefig(E0_out) - plt.close() - - return dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth + return geo_lat_grid, geo_lon_grid + +#def transform_data(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): +# """ +# Purpose: +# - converts interpolated, inverted ASI data from geomagnetic (apex) to geodetic coordinates +# - trims out data that falls outside of area of interest +# - transforms this data onto a geodetic, non-regularized grid +# """ +# +# # Set up Apex object info +# print("Setting up Apex inputs...") +# apex_date = dtdate +# print("Making first actual Apex call...") +# apex_object = Apex(date=apex_date) +# +# # Perform geomagnetic to geodetic coordinate conversion for whole data set +# geo_lat_grid, geo_lon_grid = apex_object.convert(maglat_dec, maglon_dec, 'apex', 'geo', height=110) +# +# # Troubleshooting Plots - WHOLE SPACE NON-REGULARIZED DATA IN GEODETIC COORDINATES +# plt.title('Map of Q in Geodetic Coordinates (Irregular Grid)') +# plt.pcolormesh(geo_lon_grid, geo_lat_grid, Q_smooth, cmap='plasma') +# plt.colorbar(label = 'mW/m$^2$') +# plt.xlabel('Geodetic Longitude') +# plt.ylabel('Geodetic Latitude') +# Q_fn = 'Q_geod_irreg.png' +# Q_out = os.path.join(group_outdir, Q_fn) +# plt.savefig(Q_out) +# plt.close() +# +# plt.title('Map of E0 in Geodetic Coordinates (Irregular Grid)') +# plt.pcolormesh(geo_lon_grid, geo_lat_grid, E0_smooth, cmap='viridis') +# plt.colorbar(label = 'eV') +# plt.xlabel('Geodetic Longitude') +# plt.ylabel('Geodetic Latitude') +# E0_fn = 'E0_geod_irreg.png' +# E0_out = os.path.join(group_outdir, E0_fn) +# plt.savefig(E0_out) +# plt.close() +# +# return dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth -def regularize_data(dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): +#def regularize_data(dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): +def regularize_data(geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): """ Purpose: - regularizes inverted, interpolated, smoothed, and transformed ASI data onto a regularized geodetic grid @@ -284,28 +338,28 @@ def regularize_data(dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, geo_lat_grid = geo_lat_grid[~np.isnan(geo_lat_grid)] geo_lon_grid = geo_lon_grid[~np.isnan(geo_lon_grid)] - # Troubleshooting Plots - INTERPOLATED, SMOOTHED, TRANSFORMED, AND MAPPED ONTO A REGULAR GRID - plt.title('Map of Q in Geodetic Coordinates') - plt.pcolormesh(grid_lon, grid_lat, Q_reg, cmap='plasma') - plt.colorbar(label = 'mW/m$^2$') - plt.xlabel('Geodetic Longitude') - plt.ylabel('Geodetic Latitude') - Q_fn = 'Q_geod_reg.png' - Q_out = os.path.join(group_outdir, Q_fn) - plt.savefig(Q_out) - plt.close() - - plt.title('Map of E0 in Geodetic Coordinates') - plt.pcolormesh(grid_lon, grid_lat, E0_reg, cmap='viridis') - plt.colorbar(label = 'eV') - plt.xlabel('Geodetic Longitude') - plt.ylabel('Geodetic Latitude') - E0_fn = 'E0_geod_reg.png' - E0_out = os.path.join(group_outdir, E0_fn) - plt.savefig(E0_out) - plt.close() +# # Troubleshooting Plots - INTERPOLATED, SMOOTHED, TRANSFORMED, AND MAPPED ONTO A REGULAR GRID +# plt.title('Map of Q in Geodetic Coordinates') +# plt.pcolormesh(grid_lon, grid_lat, Q_reg, cmap='plasma') +# plt.colorbar(label = 'mW/m$^2$') +# plt.xlabel('Geodetic Longitude') +# plt.ylabel('Geodetic Latitude') +# Q_fn = 'Q_geod_reg.png' +# Q_out = os.path.join(group_outdir, Q_fn) +# plt.savefig(Q_out) +# plt.close() +# +# plt.title('Map of E0 in Geodetic Coordinates') +# plt.pcolormesh(grid_lon, grid_lat, E0_reg, cmap='viridis') +# plt.colorbar(label = 'eV') +# plt.xlabel('Geodetic Longitude') +# plt.ylabel('Geodetic Latitude') +# E0_fn = 'E0_geod_reg.png' +# E0_out = os.path.join(group_outdir, E0_fn) +# plt.savefig(E0_out) +# plt.close() - return dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg + return grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg def write_geodetic(dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg): @@ -322,10 +376,11 @@ def write_geodetic(dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP hdf.create_dataset("SigP", data=SigP_reg) hdf.create_dataset("SigH", data=SigH_reg) - return dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg + #return dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg -def feed_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_outdir, group_number): +#def feed_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_outdir, group_number): +def feed_data(dtdate, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_outdir): """ Purpose: - pipeline for feeding processed, inverted ASI data into the series of functions in this script @@ -333,80 +388,114 @@ def feed_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_outd print("") - # Call prepare_data from preparation.py to get the necessary inputs for everything in this script - dtdate, group_outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH = prepare_data(date, - maglatsite, - folder, - foi_0428, - foi_0558, - foi_0630, - group_outdir, - group_number) +# # Call prepare_data from preparation.py to get the necessary inputs for everything in this script +# # This is the main inversion converting color to E0/Q +# dtdate, group_outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH = prepare_data(date, +# maglatsite, +# folder, +# foi_0428, +# foi_0558, +# foi_0630, +# group_outdir, +# group_number) +# + + + redraydec, greenraydec, blueraydec, maglon_dec, maglat_dec = prepare_data(dtdate, foi_0630, foi_0558, foi_0428, 'test_data_20230314/skymap.mat') + + # Load lookup tables + v = load_lookup_tables_directory(folder, maglatsite) + print("Calculating Q and E0...") + + qout, e0out, minq, maxq, mine0, maxe0 = calculate_E0_Q_v2(redraydec, greenraydec, blueraydec, v, minE0 = 150, generous = True) + + print("Calculating conductivities given Q and E0...") + + # Calculate conductivities AFTER calculating Q and E0 + SigP, SigH = calculate_Sig(qout, e0out, v, generous = True) + + # Call each of the functions in this script that talk to each other internally # interp_data (for NaNs) - dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled = interp_data_nans(dtdate, - group_outdir, - maglon_dec, - maglat_dec, - qout, - e0out, - SigP, - SigH) + Q_filled = interp_data_nans(qout) + E0_filled = interp_data_nans(e0out) + SigP_filled = interp_data_nans(SigP) + SigH_filled = interp_data_nans(SigH) +# dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled = interp_data_nans(dtdate, +# group_outdir, +# maglon_dec, +# maglat_dec, +# qout, +# e0out, +# SigP, +# SigH) # interp again (for zeros) - dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled = interp_data_zeros(dtdate, - group_outdir, - maglon_dec, - maglat_dec, - Q_filled, - E0_filled, - SigP_filled, - SigH_filled) + Q_filled = interp_data_zeros(qout) + E0_filled = interp_data_zeros(e0out) + SigP_filled = interp_data_zeros(SigP) + SigH_filled = interp_data_zeros(SigH) +# dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled = interp_data_zeros(dtdate, +# group_outdir, +# maglon_dec, +# maglat_dec, +# Q_filled, +# E0_filled, +# SigP_filled, +# SigH_filled) # smooth_data - dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth = smooth_data(dtdate, - group_outdir, - maglon_dec, - maglat_dec, - Q_filled, - E0_filled, - SigP_filled, - SigH_filled) + Q_smooth = smooth_data(qout) + E0_smooth = smooth_data(e0out) + SigP_smooth = smooth_data(SigP) + SigH_smooth = smooth_data(SigH) +# dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth = smooth_data(dtdate, +# group_outdir, +# maglon_dec, +# maglat_dec, +# Q_filled, +# E0_filled, +# SigP_filled, +# SigH_filled) # write_geomag - dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth = write_geomag(dtdate, - group_outdir, - maglon_dec, - maglat_dec, - Q_smooth, - E0_smooth, - SigP_smooth, - SigH_smooth) + write_geomag(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth) +# dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth = write_geomag(dtdate, +# group_outdir, +# maglon_dec, +# maglat_dec, +# Q_smooth, +# E0_smooth, +# SigP_smooth, +# SigH_smooth) # transform_data - dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth = transform_data(dtdate, - group_outdir, - maglon_dec, - maglat_dec, - Q_smooth, - E0_smooth, - SigP_smooth, - SigH_smooth) + geo_lon_grid, geo_lat_grid = transform_data(dtdate, maglon_dec, maglat_dec) +# dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth = transform_data(dtdate, +# group_outdir, +# maglon_dec, +# maglat_dec, +# Q_smooth, +# E0_smooth, +# SigP_smooth, +# SigH_smooth) # regularize_data - dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg = regularize_data(dtdate, - group_outdir, - geo_lon_grid, - geo_lat_grid, - Q_smooth, - E0_smooth, - SigP_smooth, - SigH_smooth) + grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg = regularize_data(geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth) +# dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg = regularize_data(dtdate, +# group_outdir, +# geo_lon_grid, +# geo_lat_grid, +# Q_smooth, +# E0_smooth, +# SigP_smooth, +# SigH_smooth) # write_geodetic - dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg = write_geodetic(dtdate, - group_outdir, - grid_lon, - grid_lat, - Q_reg, - E0_reg, - SigP_reg, - SigH_reg) + write_geodetic(dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg) +# dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg = write_geodetic(dtdate, +# group_outdir, +# grid_lon, +# grid_lat, +# Q_reg, +# E0_reg, +# SigP_reg, +# SigH_reg) print("Returning all necessary data to funnel into Lompe and GEMINI...") return dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg From 19f794751d59e7a001f1600853a468a0d355753c Mon Sep 17 00:00:00 2001 From: Leslie Lamarche Date: Thu, 17 Jul 2025 02:24:02 -0700 Subject: [PATCH 17/49] Restructure code into fuctional modules. --- src/asispectralinversion/filing.py | 41 +- src/asispectralinversion/preparation.py | 200 ++++++---- src/asispectralinversion/preprocessing.py | 250 ++++++------- src/asispectralinversion/transformation.py | 412 +++------------------ 4 files changed, 332 insertions(+), 571 deletions(-) diff --git a/src/asispectralinversion/filing.py b/src/asispectralinversion/filing.py index 4de0b0d..dda4814 100644 --- a/src/asispectralinversion/filing.py +++ b/src/asispectralinversion/filing.py @@ -11,6 +11,7 @@ import wget from .transformation import feed_data import pandas as pd +import datetime as dt """ Purpose of this script: @@ -417,10 +418,12 @@ def file_data(date, starttime, endtime, folder): # lam_folder = os.path.join(folder, lam, 'h5_files') # h5_files = glob.glob(os.path.join(lam_folder, '*_*.h5')) -# # Sort h5s by timestamp in filenames -# def get_timestamp(file): -# match = re.search(r'_(\d{8}_\d{6})', file) -# return match.group(1) if match else '' # just an empty string if nothing there + # Sort h5s by timestamp in filenames + def get_timestamp(file): + match = re.search(r'_(\d{8}_\d{6})', file) + #return match.group(1) if match else '' # just an empty string if nothing there + tstmp = dt.datetime.strptime(match.group(1), "%Y%m%d_%H%M%S") + return tstmp for color in ['0428', '0558', '0630']: file_list = sorted(glob.glob(os.path.join(folder, 'PKR_*_'+color+'.png'))) @@ -430,7 +433,27 @@ def file_data(date, starttime, endtime, folder): # Group into sets of 3 gf = [file_list[i: i+3] for i in range(0, len(file_list), 3)] + + #for fs in gf: + # print(color, 'NEW GROUP') + # for f in fs: + # print(get_timestamp(f)) + grouped_files[color] = gf + + print(len(grouped_files['0428']), len(grouped_files['0558']), len(grouped_files['0630'])) + + time_range = list() + for i in range(len(grouped_files['0428'])): + bluefiles = grouped_files['0428'][i] + #for bf in blue_files: + # get_timestamp(bf) + #blue_tstmp = [[get_timestamp(f) for f in grouped_files[c][i]] for c in ['0428', '0558', '0630']] + blue_tstmp = [get_timestamp(f) for c in ['0428', '0558', '0630'] for f in grouped_files[c][i]] + print(i, blue_tstmp) + print(min(blue_tstmp), max(blue_tstmp)) + time_range.append(min(blue_tstmp)) + #print(grouped_files) # for files in grouped_h5: @@ -449,7 +472,7 @@ def file_data(date, starttime, endtime, folder): # grouped_files.append(os.path.join(lam_folder, f"{range_str}.h5")) # # return date, starttime, endtime, folder, base_outdir, lambdas - return grouped_files + return time_range, grouped_files['0428'], grouped_files['0558'], grouped_files['0630'] #def get_grouped_files(folder, lambdas): @@ -464,7 +487,7 @@ def file_data(date, starttime, endtime, folder): #def process_grouped_files(date, starttime, endtime, maglatsite, folder, base_outdir, lambdas): -def process_grouped_files(date, maglatsite, folder, base_outdir, grouped_files): +def process_grouped_files(tstmps, files0428, files0558, files0630, maglatsite, folder, base_outdir): """ Purpose: - pulls info from get_grouped_files and feeds all of the processed h5s into feed_data function @@ -472,11 +495,13 @@ def process_grouped_files(date, maglatsite, folder, base_outdir, grouped_files): """ #grouped_files = get_grouped_files(folder, lambdas) - for redfiles, greenfiles, bluefiles in zip(grouped_files['0630'], grouped_files['0558'], grouped_files['0428']): + #for redfiles, greenfiles, bluefiles in zip(grouped_files['0630'], grouped_files['0558'], grouped_files['0428']): + for i in range(len(tstmps)): #print('RED', redfiles) #print('GREEN', greenfiles) #print('BLUE', bluefiles) - feed_data(date, maglatsite, folder, bluefiles, greenfiles, redfiles, base_outdir) + output_name = os.path.join(base_outdir, f'asi_invert_{tstmps[i]:%Y%m%d_%H%M%S}.h5') + feed_data(tstmps[i], maglatsite, folder, files0428[i], files0558[i], files0630[i], output_name) # # Find the maximum number of groups across all wavelengths # max_groups = max(len(files) for files in grouped_files.values()) diff --git a/src/asispectralinversion/preparation.py b/src/asispectralinversion/preparation.py index 3ea14dc..7ec2917 100644 --- a/src/asispectralinversion/preparation.py +++ b/src/asispectralinversion/preparation.py @@ -6,10 +6,14 @@ from apexpy import Apex from .inversion import load_lookup_tables_directory from .inversion import calculate_E0_Q_v2 -from .preprocessing import wavelet_denoise_resample -from .preprocessing import gaussian_denoise_resample +from .preprocessing import wavelet_denoise +from .preprocessing import gaussian_denoise from .preprocessing import to_rayleighs +from .preprocessing import interpolate_reggrid +from .preprocessing import background_brightness +from .preprocessing import common_grid from .inversion import calculate_Sig +from skimage.restoration import denoise_wavelet, cycle_spin """ Purpose of this script: @@ -44,7 +48,7 @@ #def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_outdir, group_number): from PIL import Image -def prepare_data(dtdate, redimgs, greenimgs, blueimgs, skymap_file, plot=False): +def prepare_data(dtdate, redimgs, greenimgs, blueimgs, skymap_file, plot=True): """ Purpose: - prepares Q, E0, SigP, and SigH given ASI data @@ -58,17 +62,12 @@ def prepare_data(dtdate, redimgs, greenimgs, blueimgs, skymap_file, plot=False): blur_deg_EW = 0.4 # gaussian blur width in degrees maglon blur_deg_NS = 0.04 # gaussian blur width in degrees maglat n_shifts = 50 # integer determining shift-invariance of wavelets - background_method = 'patches' # set to 'patches' or 'corners' + background_method = 'corners' # set to 'patches' or 'corners' ## Load lookup tables #v = load_lookup_tables_directory(folder, maglatsite) - # load images - #redims = copy_h5(h5py.File(folder + '/' + foi_0630)) - #greenims = copy_h5(h5py.File(folder + '/' + foi_0558)) - #blueims = copy_h5(h5py.File(folder + '/' + foi_0428)) - - # Convert PNG to numpy array + # Load PNGs redims = list() for src_file in redimgs: with Image.open(src_file) as img: @@ -85,12 +84,7 @@ def prepare_data(dtdate, redimgs, greenimgs, blueimgs, skymap_file, plot=False): blueims.append(np.array(img)) - # load skymap files - #vskymap = copy_h5(h5py.File(folder + 'skymap.mat')['magnetic_footpointing']) - #skymapred = [vskymap['180km']['lat'], vskymap['180km']['lon']] - #skymapgreen = [vskymap['110km']['lat'], vskymap['110km']['lon']] - #skymapblue = [vskymap['107km']['lat'], vskymap['107km']['lon']] - + # Load skymap file with h5py.File(skymap_file, 'r') as h5: skymapred = [h5['/magnetic_footpointing/180km/lat'][:], h5['/magnetic_footpointing/180km/lon'][:]] @@ -99,84 +93,148 @@ def prepare_data(dtdate, redimgs, greenimgs, blueimgs, skymap_file, plot=False): skymapblue = [h5['/magnetic_footpointing/107km/lat'][:], h5['/magnetic_footpointing/107km/lon'][:]] - ## Prepare data with coadding - #greenimcoadd = (greenims['frame_1'] + greenims['frame_2'] + greenims['frame_3']) / 3 - #blueimcoadd = (blueims['frame_1'] + blueims['frame_2'] + blueims['frame_3']) / 3 - #redimcoadd = (redims['frame_1'] + redims['frame_2'] + redims['frame_3']) / 3 - + # Coadd images redimcoadd = sum(redims)/len(redims) greenimcoadd = sum(greenims)/len(greenims) blueimcoadd = sum(blueims)/len(blueims) - # Create pngs of coadded images (this should be optional) + # Plot coadded images if plot: plt.imshow(redimcoadd) plt.title('Red Imagery') plt.xlabel('E-W') plt.ylabel('N-S') - red_fn = 'red_imagery.png' - #red_out = os.path.join(group_outdir, red_fn) - plt.savefig(red_fn) - plt.close() + plt.show() + #red_fn = 'red_imagery.png' + ##red_out = os.path.join(group_outdir, red_fn) + #plt.savefig(red_fn) + #plt.close() plt.imshow(greenimcoadd) plt.title('Green Imagery') plt.xlabel('E-W') plt.ylabel('N-S') - green_fn = 'green_imagery.png' - #green_out = os.path.join(group_outdir, green_fn) - plt.savefig(green_fn) - plt.close() + plt.show() + #green_fn = 'green_imagery.png' + ##green_out = os.path.join(group_outdir, green_fn) + #plt.savefig(green_fn) + #plt.close() plt.imshow(blueimcoadd) plt.title('Blue Imagery') plt.xlabel('E-W') plt.ylabel('N-S') - blue_fn = 'blue_imagery.png' - #blue_out = os.path.join(group_outdir, blue_fn) - plt.savefig(blue_fn) - plt.close() + #blue_fn = 'blue_imagery.png' + ##blue_out = os.path.join(group_outdir, blue_fn) + #plt.savefig(blue_fn) + #plt.close() + + plt.show() + + + + # Define masks where image not defined + bmask = np.isnan(skymapblue[0]) + gmask = np.isnan(skymapgreen[0]) + rmask = np.isnan(skymapred[0]) + + + + + # Calculate background brightness + bluebgbright, sig = background_brightness(blueimcoadd, bmask) + greenbgbright, sig = background_brightness(greenimcoadd, gmask) + redbgbright, sig = background_brightness(redimcoadd, rmask) + + # Calculate new magnetic grid # Map everything to magnetic coordinates? A = Apex(date = dtdate) - bmla, bmlo = A.convert(skymapblue[0].reshape(-1), np.mod(skymapblue[1].reshape(-1), 360), 'geo', 'apex', height = 110) + bmlat, bmlon = A.geo2apex(skymapblue[0], skymapblue[1], height=107) + gmlat, gmlon = A.geo2apex(skymapgreen[0], skymapgreen[1], height=110) + rmlat, rmlon = A.geo2apex(skymapred[0], skymapred[1], height=180) - minmlat = np.amin(bmla[np.where(~np.isnan(bmla))]) - maxmlat = np.amax(bmla[np.where(~np.isnan(bmla))]) - - minmlon = np.amin(bmlo[np.where(~np.isnan(bmlo))]) - maxmlon = np.amax(bmlo[np.where(~np.isnan(bmlo))]) + print(bmlat.shape, bmlon.shape) + print(gmlat.shape, gmlon.shape) + print(rmlat.shape, rmlon.shape) + + # Define common, regular grid + gridmlat, gridmlon = common_grid(bmlat, bmlon, gmlat, gmlon, rmlat, rmlon) + # Footpoint new grid (this is ONLY needed for the internal plotting done in this function) + lat0, lon0, _ = A.apex2geo(gridmlat, gridmlon, height=110) + + + # Interpolate images to new magnetic grid + blueimreg = interpolate_reggrid(blueimcoadd, bmlon, bmlat, gridmlon, gridmlat) + greenimreg = interpolate_reggrid(greenimcoadd, gmlon, gmlat, gridmlon, gridmlat) + redimreg = interpolate_reggrid(redimcoadd, rmlon, rmlat, gridmlon, gridmlat) + + + # Plot Regridded Images + if plot: + plt.pcolormesh(lon0, lat0, redimreg) + plt.title('Red Regrid') + plt.xlabel('E-W') + plt.ylabel('N-S') + plt.show() + + plt.pcolormesh(lon0, lat0, greenimreg) + plt.title('Green Regrid') + plt.xlabel('E-W') + plt.ylabel('N-S') + plt.show() + + plt.pcolormesh(lon0, lat0, blueimreg) + plt.title('Blue Regrid') + plt.xlabel('E-W') + plt.ylabel('N-S') + plt.show() + + + # Grid steps for our new footpointed grid - the new grid is very nearly Cartesian in footlat/footlon + dlon = np.mean(np.diff(gridmlon, axis=0)) + dlat = np.mean(np.diff(gridmlat, axis=1)) + + + # Wavelet Denoise + blueimdenoise = wavelet_denoise(blueimreg, dlat, dlon, bluebgbright, nshifts=30) + greenimdenoise = wavelet_denoise(greenimreg, dlat, dlon, greenbgbright, nshifts=30) + redimdenoise = wavelet_denoise(redimreg, dlat, dlon, redbgbright, nshifts=30) + + # Plot Wavelet Denoise Images + if plot: + plt.pcolormesh(lon0, lat0, redimdenoise) + plt.title('Red Wavelet Denoise') + plt.xlabel('E-W') + plt.ylabel('N-S') + plt.show() + + plt.pcolormesh(lon0, lat0, greenimdenoise) + plt.title('Green Wavelet Denoise') + plt.xlabel('E-W') + plt.ylabel('N-S') + plt.show() + + plt.pcolormesh(lon0, lat0, blueimdenoise) + plt.title('Blue Wavelet Denoise') + plt.xlabel('E-W') + plt.ylabel('N-S') + plt.show() + + + # Gaussian Denoise + blueimdenoise = gaussian_denoise(blueimdenoise, dlat, dlon, bluebgbright, EW_deg=blur_deg_EW, NS_deg=blur_deg_NS) + + # Plot Gaussian Denoise Images + if plot: + plt.pcolormesh(lon0, lat0, blueimdenoise) + plt.title('Blue Gaussian Denoise') + plt.xlabel('E-W') + plt.ylabel('N-S') + plt.show() - interplonvec = np.linspace(minmlon, maxmlon, 1024) - interplatvec = np.linspace(minmlat, maxmlat, 1024) - - print("Denoising images...") - - # regridding happens somewhere in here - # Also image processing/smoothing/denoising/gap-filling - # There's a bunch of image copying in here that's probably memory heavy - is it really necessary? - # Can we seperate red, green, and blue processing into their own functions? (Low Priority) - # Somehow this function generates the maglon and maglat grids - WHY? - blueimdenoisewavelet, blueimreg, lon110, lat110, maglon, maglat, bluebgbright, bluesig = wavelet_denoise_resample(blueimcoadd, dtdate, skymapblue[1], skymapblue[0], - interplonvec, interplatvec, 110, nshifts = n_shifts, - background_method = background_method, plot = True) - - blueimdenoisegauss, _, _, _, _, _, _, _ = gaussian_denoise_resample(blueimcoadd, dtdate, skymapblue[1], skymapblue[0], interplonvec, - interplatvec, 110, blur_deg_EW, NS_deg = blur_deg_NS, plot = True) - - noise = np.copy(skymapblue[0]).reshape(-1) - noiseadd = (np.random.randn(len(noise[np.where(~np.isnan(noise))])) * bluesig) - noise[np.where(~np.isnan(noise))] = noiseadd - noise = noise.reshape(skymapblue[0].shape) - - redimdenoise, redimreg, _, _, _, _, redbgbright, redsig = wavelet_denoise_resample(redimcoadd, dtdate, skymapred[1], skymapred[0], - interplonvec, interplatvec, 110, nshifts = n_shifts, - background_method = background_method, plot = True) - greenimdenoise, greenimreg, _, _, _, _, greenbgbright, greensig = wavelet_denoise_resample(greenimcoadd, dtdate, skymapgreen[1], skymapgreen[0], - interplonvec, interplatvec, 110, nshifts = n_shifts, - background_method = background_method, plot = True) - blueimdenoise = np.copy(blueimdenoisewavelet) + ########## ngreen = (1 / np.std(greenimreg[np.where(~np.isnan(greenimreg))])) ** (6.5 / 8) nred = (1 / np.std(redimreg[np.where(~np.isnan(redimreg))])) ** (6.5 / 8) nblue = (1 / np.std(blueimreg[np.where(~np.isnan(blueimreg))])) ** (6.5 / 8) @@ -257,8 +315,8 @@ def prepare_data(dtdate, redimgs, greenimgs, blueimgs, skymap_file, plot=False): ## Calculate conductivities AFTER calculating Q and E0 #SigP, SigH = calculate_Sig(qout, e0out, v, generous = True) # - maglon_dec = maglon[::dec, ::dec] - maglat_dec = maglat[::dec, ::dec] + maglon_dec = gridmlon[::dec, ::dec] + maglat_dec = gridmlat[::dec, ::dec] return redraydec, greenraydec, blueraydec, maglon_dec, maglat_dec diff --git a/src/asispectralinversion/preprocessing.py b/src/asispectralinversion/preprocessing.py index fd1e10f..e26fbb7 100644 --- a/src/asispectralinversion/preprocessing.py +++ b/src/asispectralinversion/preprocessing.py @@ -3,13 +3,58 @@ import scipy.interpolate from skimage.restoration import denoise_wavelet, cycle_spin, estimate_sigma +#def reggrid(oldlon, oldlat, newlonvec, newlatvec): +# """ +# Purpose: +# - interpolates an image, given a grid, onto a new regular grid +# - takes the image, the old lat/lon grid, and lat/lon vectors for the new mesh grid +# """ +# +# # Masks out NaNs +# lonmasked = np.ma.masked_invalid(oldlon) +# latmasked = np.ma.masked_invalid(oldlat) +# +# # Pulls out unmasked part of old grid +# longood = lonmasked[~lonmasked.mask] +# latgood = latmasked[~lonmasked.mask] +# +# # Creates the new mesh grid +# newlat, newlon = np.meshgrid(newlatvec, newlonvec) +# +# return newlon, newlat + + +def common_grid(bmlat, bmlon, gmlat, gmlon, rmlat, rmlon): + """ + Purpose: + - generate common grid from intial magnetic blue, green, and red grid + """ + + minmlat = np.max([np.nanmin(bmlat), np.nanmin(gmlat), np.nanmin(rmlat)]) + maxmlat = np.min([np.nanmax(bmlat), np.nanmax(gmlat), np.nanmax(rmlat)]) + print('GRID LAT LIMS:', minmlat, maxmlat) + + minmlon = np.max([np.nanmin(bmlon), np.nanmin(gmlon), np.nanmin(rmlon)]) + maxmlon = np.min([np.nanmax(bmlon), np.nanmax(gmlon), np.nanmax(rmlon)]) + print('GRID LON LIMS:', minmlon, maxmlon) + + interplonvec = np.linspace(minmlon, maxmlon, 1024) + interplatvec = np.linspace(minmlat, maxmlat, 1024) + + gridmlat, gridmlon = np.meshgrid(interplatvec, interplonvec) + + return gridmlat, gridmlon -def interpolate_reggrid(im, oldlon, oldlat, newlonvec, newlatvec): + + +def interpolate_reggrid(im, oldlon, oldlat, newlon, newlat): """ Purpose: - interpolates an image, given a grid, onto a new regular grid - takes the image, the old lat/lon grid, and lat/lon vectors for the new mesh grid """ + + print('interpolate image...') # Masks out NaNs lonmasked = np.ma.masked_invalid(oldlon) @@ -23,24 +68,28 @@ def interpolate_reggrid(im, oldlon, oldlat, newlonvec, newlatvec): imgood = im[~lonmasked.mask] # Creates the new mesh grid - newlat, newlon = np.meshgrid(newlatvec, newlonvec) + #newlat, newlon = np.meshgrid(newlatvec, newlonvec) # Interpolates the image onto the new grid newimvec = scipy.interpolate.griddata(np.asarray([longood, latgood]).T, imgood, np.asarray([newlon.reshape(-1), newlat.reshape(-1)]).T, method='linear') - return newimvec.reshape(newlat.shape), newlon, newlat + #return newimvec.reshape(newlat.shape), newlon, newlat + return newimvec.reshape(newlat.shape) + + +# A gaussian function +def gauss(x, A, x0, sigma): + return A * np.exp(-(x - x0) ** 2 / (2 * sigma ** 2)) + - -def background_brightness_darkpatches(im, lon, lat, plot = True): +def background_brightness_darkpatches(im, mask): """ Purpose: - given an unmapped image, finds dark patches of sky to estimate background brightness and gaussian noise level """ - # A gaussian function - def gauss(x, A, x0, sigma): - return A * np.exp(-(x - x0) ** 2 / (2 * sigma ** 2)) + im[mask] = np.nan # First, break the image up into patches: rows, cols = im.shape @@ -53,13 +102,14 @@ def gauss(x, A, x0, sigma): colinds = np.arange(0, cols, step) # Construct a list of median brightnesses for each valid patch + # Can this be done through sliding window functions? medvec = [] # initialize vector keeping track of medians for i in rowinds: for j in colinds: imbin = im[i: i + step + 1, j: j + step + 1] # extract patch - imbingood = imbin[np.where(~np.isnan((lon + lat)[i: i + step + 1, j: j + step + 1]))] # all the valid brightnesses in the patch - if len(imbingood)>=((step+1)**2)/2: # discard patch if it is more than half invalid. - medi = np.median(imbingood) + #if len(imbingood)>=((step+1)**2)/2: # discard patch if it is more than half invalid. + if np.sum(~np.isnan(imbin))>=((step+1)**2)/2: # discard patch if it is more than half invalid. + medi = np.median(imbin) medvec.append(medi) else: # otherwise, calculate the median continue @@ -75,12 +125,12 @@ def gauss(x, A, x0, sigma): # Find sufficiently dim patches for i in rowinds: for j in colinds: - imbin = im[i: i + step + 1 , j: j + step + 1] # extract patches as before - imbingood = imbin[np.where(~np.isnan((lon + lat)[i: i + step + 1, j: j + step + 1]))] - if len(imbingood) < ((step+1)**2)/2: # patch is more than half invalid + imbin = im[i: i + step + 1, j: j + step + 1] # extract patch + if np.sum(~np.isnan(imbin))>=((step+1)**2)/2: # discard patch if it is more than half invalid. + if np.median(imbin) <= medbright: + imvec.extend(list(imbin)) + else: # otherwise, calculate the median continue - if np.median(imbingood) <= medbright: # patch is dim enough - imvec.extend(list(imbingood)) imvec = np.asarray(imvec) # Bin up the brightnesses to make a histogram @@ -98,29 +148,16 @@ def gauss(x, A, x0, sigma): # An initial guess of the center of the brightness distribution centerguess = np.median(imvec) - sigguess = estimate_sigma(im[np.where(~np.isnan(lon + lat))]) + sigguess = estimate_sigma(im[np.where(~np.isnan(im))]) # Initialize binary to keep track of whether the fit was successful fitfailed = False try: [peak, cent, sig] = scipy.optimize.curve_fit(gauss, bincenters, hist, p0=[np.amax(plothist) / 5, centerguess, sigguess])[0] + except Exception as e: print('Fit failed! Failed at {e}') - # fitfailed = True - - # If fit fails, try corners instead for this particular case - try: - cent, sig = background_brightness_corners(im, lon, lat) - except Exception as e: - print('Fit failed for corners method at {e}') - - # Make a last resort, not-so-great guess - try: - cent = centerguess - sig = sigguess - except Exception as e: - print('Fit failed for all methods at {e}') - fitfailed = True + cent, sig = background_brightness_corners(im, mask) # Range of the data hrange = bins[-1] - bins[0] @@ -134,24 +171,20 @@ def gauss(x, A, x0, sigma): cent = np.copy(centerguess) # keep the median estimate for background brightness sig = sigguess # skimage noise estimate - print('bg=' + str(cent)) - print('sig=' + str(sig)) +# print('bg=' + str(cent)) +# print('sig=' + str(sig)) return cent, sig -def background_brightness_corners(im,lon,lat,plot=True): +def background_brightness_corners(im, mask): """ Purpose: - given an unmapped image, uses corners of sky to estimate background brightness and gaussian noise level """ - # A gaussian function - def gauss(x, A, x0, sigma): - return A * np.exp(-(x - x0) ** 2 / (2 * sigma ** 2)) - - imvec = im[np.where(np.isnan(lon+lat))] + imvec = im[np.where(mask)] # Bin up the brightnesses to make a histogram bins = np.arange(np.amin(imvec), np.amax(imvec) + 1) # choose the bins as integer numbers of counts @@ -165,13 +198,32 @@ def gauss(x, A, x0, sigma): sigguess = (centerguess - bincenters[np.where(hist >= np.amax(hist)/2)[0][0]])/np.sqrt(np.log(2)) # crossing point of half max on the lower brightness end # Fit the the histogram to a gaussian curve - [peak, cent, sig] = scipy.optimize.curve_fit(gauss, bincenters, hist, p0=[np.amax(hist), centerguess, sigguess])[0] - print('sig=' + str(sig)) + try: + [peak, cent, sig] = scipy.optimize.curve_fit(gauss, bincenters, hist, p0=[np.amax(hist), centerguess, sigguess])[0] + except Exception as e: + print('Fit failed! Failed at {e}') + cent = centerguess + sig = sigguess + #print('sig=' + str(sig)) return cent, sig -def gaussian_denoise_resample(im,date,lon,lat,newmlonvec,newmlatvec,mapalt_km,width_deg,NS_deg=0,background_method='patches',plot=True): +def background_brightness(im, mask, background_method='patches'): + # Find background brightness and estimated gaussian noise level + if background_method=='patches': + bgbright, sig = background_brightness_darkpatches(im, mask) + elif background_method=='corners': + bgbright, sig = background_brightness_corners(im, mask) + +# # Estimate sigma using skimage +# sigma_est = estimate_sigma(im) +# print('skimage estimated sig=' + str(sigma_est)) + + return bgbright, sig + + +def gaussian_denoise(im, dlat, dlon, bgbright, EW_deg=0, NS_deg=0): """ Purpose: - resample an image onto a uniform grid and denoise it @@ -191,57 +243,29 @@ def gaussian_denoise_resample(im,date,lon,lat,newmlonvec,newmlatvec,mapalt_km,wi - plot """ - # Set the date for apex coordinates - A = Apex(date=date) - - # Convert - maglat, maglon = A.convert(lat.reshape(-1), np.mod(lon.reshape(-1), 360), 'geo', 'apex', height = mapalt_km) - maglon = maglon.reshape(lon.shape) - maglat = maglat.reshape(lon.shape) - - # Interpolate onto regular grid - regim, regmaglon, regmaglat = interpolate_reggrid(im, maglon, maglat, newmlonvec, newmlatvec) - - # Find background brightness and estimated gaussian noise level - if background_method=='patches': - bgbright, sig = background_brightness_darkpatches(im, lon, lat, plot = plot) - elif background_method=='corners': - bgbright, sig = background_brightness_corners(im, lon, lat, plot = plot) - - # Estimate sigma using skimage - sigma_est = estimate_sigma(im[np.where(~np.isnan(lon + lat))]) - print('skimage estimated sig=' + str(sigma_est)) - - # Grid steps for our new footpointed grid - the new grid is very nearly Cartesian in footlat/footlon - dlon = np.mean(np.diff(regmaglon, axis=0)) - dlat = np.mean(np.diff(regmaglat, axis=1)) + print('gaussian denoise...') # Denoise - if width_deg != 0: # longitudinal gaussian width - regimfill = np.copy(regim) - - # Fill in the region of the image that does not map to the sky with the background brightness value - regimfill[np.where(np.isnan(regim))] = bgbright - - # Blur E-W - regimblur = scipy.ndimage.gaussian_filter1d(regimfill, width_deg / dlon, axis = 0) - - if NS_deg != 0: # latitudinal gaussian width - # Blur N-S - regimblur = scipy.ndimage.gaussian_filter1d(np.copy(regimblur), NS_deg / dlat, axis = 1) - regimblur[np.where(np.isnan(regim))] = np.nan - else: # if EW blurring degrees == 0, returns the resampled image - regimblur = regim - - # Footpoint our new grid - lat110, lon110 = A.convert(regmaglat.reshape(-1), np.mod(regmaglon.reshape(-1), 360), 'apex', 'geo', height = 110) - lat110 = lat110.reshape(regmaglat.shape) - lon110 = lon110.reshape(regmaglon.shape) + regimblur = np.copy(im) - return regimblur, regim, lon110, lat110, regmaglon, regmaglat, bgbright, sig + # Fill in the region of the image that does not map to the sky with the background brightness value + regimblur[np.where(np.isnan(im))] = bgbright + + # Blur E-W + if EW_deg != 0: + regimblur = scipy.ndimage.gaussian_filter1d(regimblur, EW_deg / dlon, axis = 0) + + # Blur N-S + if NS_deg != 0: # latitudinal gaussian width + # Blur N-S + regimblur = scipy.ndimage.gaussian_filter1d(regimblur, NS_deg / dlat, axis = 1) + regimblur[np.where(np.isnan(im))] = np.nan -def wavelet_denoise_resample(im, date, lon, lat, newmlonvec, newmlatvec, mapalt_km, nshifts=50, background_method = 'patches', plot = True): + return regimblur + + +def wavelet_denoise(im, dlat, dlon, bgbright, nshifts=50): """ Purpose: - denoising is done through Bayesian thresholding of a nearly shift-invariant discrete wavelet transform @@ -259,52 +283,24 @@ def wavelet_denoise_resample(im, date, lon, lat, newmlonvec, newmlatvec, mapalt_ - plot """ - # Set the date for apex coordinates - A = Apex(date=date) - - # Convert - maglat, maglon = A.convert(lat.reshape(-1), np.mod(lon.reshape(-1), 360), 'geo', 'apex', height = mapalt_km) - maglon = maglon.reshape(lon.shape) - maglat = maglat.reshape(lon.shape) - - # Interpolate original image onto regular grid - regim, regmaglon, regmaglat = interpolate_reggrid(im, maglon, maglat, newmlonvec, newmlatvec) - - # Find background brightness and estimated gaussian noise level - if background_method=='patches': - bgbright, sig = background_brightness_darkpatches(im, lon, lat, plot = plot) - elif background_method=='corners': - bgbright, sig = background_brightness_corners(im, lon, lat, plot = plot) - # Estimate sigma using skimage - sigma_est = estimate_sigma(im[np.where(~np.isnan(lon + lat))]) - print('skimage estimated sig=' + str(sigma_est)) + print('wavelet denoise...') - # Grid steps for our new footpointed grid - the new grid is very nearly Cartesian in footlat/footlon - dlon = np.mean(np.diff(regmaglon, axis = 0)) - dlat = np.mean(np.diff(regmaglat, axis = 1)) - - # Denoise - imdenoise = cycle_spin(im, func = denoise_wavelet, max_shifts = nshifts) - - # Interpolate denoised image onto regular grid - regimdenoise, _, _ = interpolate_reggrid(imdenoise, maglon, maglat, newmlonvec, newmlatvec) - ridnfill = np.copy(regimdenoise) + ridnfill = np.copy(im) # Fill in the region of the image that does not map to the sky with the background brightness value - ridnfill[np.where(np.isnan(regimdenoise))] = bgbright + ridnfill[np.isnan(im)] = bgbright + # Denoise + imdenoise = cycle_spin(ridnfill, func = denoise_wavelet, max_shifts = nshifts) + + # Perform small gaussian blur - regimblur = scipy.ndimage.gaussian_filter1d(ridnfill, 0.1 / dlon, axis = 0) + regimblur = scipy.ndimage.gaussian_filter1d(imdenoise, 0.1 / dlon, axis = 0) regimblur = scipy.ndimage.gaussian_filter1d(np.copy(regimblur), 0.01 / dlat, axis = 1) - regimblur[np.where(np.isnan(regimdenoise))] = np.nan - - # Footpoint our new grid - lat110,lon110 = A.convert(regmaglat.reshape(-1), np.mod(regmaglon.reshape(-1), 360), 'apex', 'geo', height = 110) - lat110 = lat110.reshape(regmaglat.shape) - lon110 = lon110.reshape(regmaglon.shape) + regimblur[np.where(np.isnan(im))] = np.nan - return regimblur, regim, lon110, lat110, regmaglon, regmaglat, bgbright, sig + return regimblur def to_rayleighs(redcutin,greencutin,bluecutin,redbg,greenbg,bluebg): diff --git a/src/asispectralinversion/transformation.py b/src/asispectralinversion/transformation.py index 82f51dd..8908ca0 100644 --- a/src/asispectralinversion/transformation.py +++ b/src/asispectralinversion/transformation.py @@ -38,68 +38,6 @@ def interp_data_nans(inarray): return filled -#def interp_data_nans(dtdate, group_outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH): -# """ -# Purpose: -# - finds NaNs from inverted ASI data, masking over them -# - interpolates over NaNs to fill in areas where GLOW inversion could not be performed -# """ -# -# # Determine where NaNs are and mask over them -# print("Finding NaNs...") -# Q_mask = np.where(~np.isnan(qout)) -# E0_mask = np.where(~np.isnan(e0out)) -# SigP_mask = np.where(~np.isnan(SigP)) -# SigH_mask = np.where(~np.isnan(SigH)) -# -# # Interpolate over masked area -# print("Interpolating over NaN'd areas...") -# Q_interp = NearestNDInterpolator(np.transpose(Q_mask), qout[Q_mask]) -# E0_interp = NearestNDInterpolator(np.transpose(E0_mask), e0out[E0_mask]) -# SigP_interp = NearestNDInterpolator(np.transpose(SigP_mask), SigP[SigP_mask]) -# SigH_interp = NearestNDInterpolator(np.transpose(SigH_mask), SigH[SigH_mask]) -# -# # Make copies of the variables to maintain shapes/sizes -# Q_filled = qout.copy() -# E0_filled = e0out.copy() -# SigP_filled = SigP.copy() -# SigH_filled = SigH.copy() -# -# # Determine areas where NaNs are NOT -# print("Filling in NaNs with interpolated values...") -# Q_unmask = np.where(np.isnan(qout)) -# E0_unmask = np.where(np.isnan(e0out)) -# SigP_unmask = np.where(np.isnan(SigP)) -# SigH_unmask = np.where(np.isnan(SigH)) -# -# # Apply interpolation to fill in the NaNs -# Q_filled[Q_unmask] = Q_interp(np.transpose(Q_unmask)) -# E0_filled[E0_unmask] = E0_interp(np.transpose(E0_unmask)) -# SigP_filled[SigP_unmask] = SigP_interp(np.transpose(SigP_unmask)) -# SigH_filled[SigH_unmask] = SigH_interp(np.transpose(SigH_unmask)) -# -# # Troubleshooting plots - INTERPOLATED DATA IN REGULARIZED GEOMAGNETIC COORDINATES -# plt.title('Map of Q in Geomagnetic Coordinates (Interpolated)') -# plt.pcolormesh(maglon_dec, maglat_dec, Q_filled, cmap='plasma') -# plt.colorbar(label = 'mW/m$^2$') -# plt.xlabel('Geomagnetic Longitude') -# plt.ylabel('Geomagnetic Latitude') -# Q_fn = 'Q_geomag_interp.png' -# Q_out = os.path.join(group_outdir, Q_fn) -# plt.savefig(Q_out) -# plt.close() -# -# plt.title('Map of E0 in Geomagnetic Coordinates (Interpolated)') -# plt.pcolormesh(maglon_dec, maglat_dec, E0_filled, cmap='viridis') -# plt.colorbar(label = 'eV') -# plt.xlabel('Geomagnetic Longitude') -# plt.ylabel('Geomagnetic Latitude') -# E0_fn = 'E0_geomag_interp.png' -# E0_out = os.path.join(group_outdir, E0_fn) -# plt.savefig(E0_out) -# plt.close() -# -# return dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled def interp_data_zeros(inarray): mask = np.nonzero(inarray) @@ -110,68 +48,6 @@ def interp_data_zeros(inarray): return filled -#def interp_data_zeros(dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled): -# """ -# Purpose: -# - finds NaNs from inverted ASI data, masking over them -# - interpolates over NaNs to fill in areas where GLOW inversion could not be performed -# """ -# -# # Determine where data points are non-zero and mask over them -# print("Finding non-zero data points...") -# Q_mask = np.nonzero(Q_filled) -# E0_mask = np.nonzero(E0_filled) -# SigP_mask = np.nonzero(SigP_filled) -# SigH_mask = np.nonzero(SigH_filled) -# -# # Interpolate over masked area -# print("Interpolating over NaN'd areas...") -# Q_interp = NearestNDInterpolator(np.transpose(Q_mask), Q_filled[Q_mask]) -# E0_interp = NearestNDInterpolator(np.transpose(E0_mask), E0_filled[E0_mask]) -# SigP_interp = NearestNDInterpolator(np.transpose(SigP_mask), SigP_filled[SigP_mask]) -# SigH_interp = NearestNDInterpolator(np.transpose(SigH_mask), SigH_filled[SigH_mask]) -# -# # Make copies of the variables to maintain shapes/sizes -# Q_filled = Q_filled.copy() -# E0_filled = E0_filled.copy() -# SigP_filled = SigP_filled.copy() -# SigH_filled = SigH_filled.copy() -# -# # Determine areas where data points are zero -# print("Filling in zero data points with interpolated values...") -# Q_unmask = np.where(Q_filled == 0) -# E0_unmask = np.where(E0_filled == 0) -# SigP_unmask = np.where(SigP_filled == 0) -# SigH_unmask = np.where(SigH_filled == 0) -# -# # Apply interpolation to fill in the NaNs -# Q_filled[Q_unmask] = Q_interp(np.transpose(Q_unmask)) -# E0_filled[E0_unmask] = E0_interp(np.transpose(E0_unmask)) -# SigP_filled[SigP_unmask] = SigP_interp(np.transpose(SigP_unmask)) -# SigH_filled[SigH_unmask] = SigH_interp(np.transpose(SigH_unmask)) -# -# # Troubleshooting plots - INTERPOLATED DATA IN REGULARIZED GEOMAGNETIC COORDINATES -# plt.title('Map of Q in Geomagnetic Coordinates (Interpolated)') -# plt.pcolormesh(maglon_dec, maglat_dec, Q_filled, cmap='plasma') -# plt.colorbar(label = 'mW/m$^2$') -# plt.xlabel('Geomagnetic Longitude') -# plt.ylabel('Geomagnetic Latitude') -# Q_fn = 'Q_geomag_interp.png' -# Q_out = os.path.join(group_outdir, Q_fn) -# plt.savefig(Q_out) -# plt.close() -# -# plt.title('Map of E0 in Geomagnetic Coordinates (Interpolated)') -# plt.pcolormesh(maglon_dec, maglat_dec, E0_filled, cmap='viridis') -# plt.colorbar(label = 'eV') -# plt.xlabel('Geomagnetic Longitude') -# plt.ylabel('Geomagnetic Latitude') -# E0_fn = 'E0_geomag_interp.png' -# E0_out = os.path.join(group_outdir, E0_fn) -# plt.savefig(E0_out) -# plt.close() -# -# return dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled def smooth_data(inarray): @@ -182,139 +58,22 @@ def smooth_data(inarray): return outarray -#def smooth_data(dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled): -# """ -# Purpose: -# - smoothes over interpolated areas to handle sharp gradients brought on by interpolation -# """ -# -# # Set smoothing factors for smoothing process (setting either >1 distorts things) -# smooth_1 = 0.5 # smoothing factor towards NaNs -# smooth_2 = 0.1 # smoothing factor away from NaNs -# -# # Smooth over interpolated area -# print("Smoothing interpolated data...") -# Q_smooth = scipy.ndimage.gaussian_filter(Q_filled, sigma=(smooth_1, smooth_2)) -# E0_smooth = scipy.ndimage.gaussian_filter(E0_filled, sigma=(smooth_1, smooth_2)) -# SigP_smooth = scipy.ndimage.gaussian_filter(SigP_filled, sigma=(smooth_1, smooth_2)) -# SigH_smooth = scipy.ndimage.gaussian_filter(SigH_filled, sigma=(smooth_1, smooth_2)) -# -# # Troubleshooting plots - INTERPOLATED AND SMOOTHED DATA IN REGULARIZED GEOMAGNETIC COORDINATES -# plt.title('Map of Q in Geomagnetic Coordinates (Smoothed)') -# plt.pcolormesh(maglon_dec, maglat_dec, Q_smooth, cmap='plasma') -# plt.colorbar(label = 'mW/m$^2$') -# plt.xlabel('Geomagnetic Longitude') -# plt.ylabel('Geomagnetic Latitude') -# Q_fn = 'Q_geomag_smooth.png' -# Q_out = os.path.join(group_outdir, Q_fn) -# plt.savefig(Q_out) -# plt.close() -# -# plt.title('Map of E0 in Geomagnetic Coordinates (Smoothed)') -# plt.pcolormesh(maglon_dec, maglat_dec, E0_smooth, cmap='viridis') -# plt.colorbar(label = 'eV') -# plt.xlabel('Geomagnetic Longitude') -# plt.ylabel('Geomagnetic Latitude') -# E0_fn = 'E0_geomag_smooth.png' -# E0_out = os.path.join(group_outdir, E0_fn) -# plt.savefig(E0_out) -# plt.close() -# -# return dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth -def write_geomag(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): - - print("Writing/saving file for Q, E0, SigP, and SigH in geomagnetic coordinates...") - - out_fn = "magnetic_Q_E0.h5" - - with h5py.File(group_outdir + out_fn, "w") as hdf: - hdf.create_dataset("Decimated Magnetic Longitude", data=maglon_dec) - hdf.create_dataset("Decimated Magnetic Latitude", data=maglat_dec) - hdf.create_dataset("Q", data=Q_smooth) - hdf.create_dataset("E0", data=E0_smooth) - hdf.create_dataset("SigP", data=SigP_smooth) - hdf.create_dataset("SigH", data=SigH_smooth) - - -#def write_geomag(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): -# -# print("Writing/saving file for Q, E0, SigP, and SigH in geomagnetic coordinates...") -# -# out_fn = "magnetic_Q_E0.h5" -# -# with h5py.File(group_outdir + out_fn, "w") as hdf: -# hdf.create_dataset("Decimated Magnetic Longitude", data=maglon_dec) -# hdf.create_dataset("Decimated Magnetic Latitude", data=maglat_dec) -# hdf.create_dataset("Q", data=Q_smooth) -# hdf.create_dataset("E0", data=E0_smooth) -# hdf.create_dataset("SigP", data=SigP_smooth) -# hdf.create_dataset("SigH", data=SigH_smooth) -# -# return dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth - -def transform_data(dtdate, maglon_dec, maglat_dec): +# Interpolate to a regular geodetic grid +def regularize_data(dtdate, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): + """ + Purpose: + - regularizes inverted, interpolated, smoothed, and transformed ASI data onto a regularized geodetic grid + """ # Set up Apex object info - print("Setting up Apex inputs...") - apex_date = dtdate - print("Making first actual Apex call...") - apex_object = Apex(date=apex_date) - + apex_object = Apex(date=dtdate) # Perform geomagnetic to geodetic coordinate conversion for whole data set geo_lat_grid, geo_lon_grid = apex_object.convert(maglat_dec, maglon_dec, 'apex', 'geo', height=110) - return geo_lat_grid, geo_lon_grid - -#def transform_data(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): -# """ -# Purpose: -# - converts interpolated, inverted ASI data from geomagnetic (apex) to geodetic coordinates -# - trims out data that falls outside of area of interest -# - transforms this data onto a geodetic, non-regularized grid -# """ -# -# # Set up Apex object info -# print("Setting up Apex inputs...") -# apex_date = dtdate -# print("Making first actual Apex call...") -# apex_object = Apex(date=apex_date) -# -# # Perform geomagnetic to geodetic coordinate conversion for whole data set -# geo_lat_grid, geo_lon_grid = apex_object.convert(maglat_dec, maglon_dec, 'apex', 'geo', height=110) -# -# # Troubleshooting Plots - WHOLE SPACE NON-REGULARIZED DATA IN GEODETIC COORDINATES -# plt.title('Map of Q in Geodetic Coordinates (Irregular Grid)') -# plt.pcolormesh(geo_lon_grid, geo_lat_grid, Q_smooth, cmap='plasma') -# plt.colorbar(label = 'mW/m$^2$') -# plt.xlabel('Geodetic Longitude') -# plt.ylabel('Geodetic Latitude') -# Q_fn = 'Q_geod_irreg.png' -# Q_out = os.path.join(group_outdir, Q_fn) -# plt.savefig(Q_out) -# plt.close() -# -# plt.title('Map of E0 in Geodetic Coordinates (Irregular Grid)') -# plt.pcolormesh(geo_lon_grid, geo_lat_grid, E0_smooth, cmap='viridis') -# plt.colorbar(label = 'eV') -# plt.xlabel('Geodetic Longitude') -# plt.ylabel('Geodetic Latitude') -# E0_fn = 'E0_geod_irreg.png' -# E0_out = os.path.join(group_outdir, E0_fn) -# plt.savefig(E0_out) -# plt.close() -# -# return dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth -#def regularize_data(dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): -def regularize_data(geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth): - """ - Purpose: - - regularizes inverted, interpolated, smoothed, and transformed ASI data onto a regularized geodetic grid - """ - print("Putting geodetic data onto a regular geodetic grid...") # Create regular grid space @@ -338,49 +97,39 @@ def regularize_data(geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth geo_lat_grid = geo_lat_grid[~np.isnan(geo_lat_grid)] geo_lon_grid = geo_lon_grid[~np.isnan(geo_lon_grid)] -# # Troubleshooting Plots - INTERPOLATED, SMOOTHED, TRANSFORMED, AND MAPPED ONTO A REGULAR GRID -# plt.title('Map of Q in Geodetic Coordinates') -# plt.pcolormesh(grid_lon, grid_lat, Q_reg, cmap='plasma') -# plt.colorbar(label = 'mW/m$^2$') -# plt.xlabel('Geodetic Longitude') -# plt.ylabel('Geodetic Latitude') -# Q_fn = 'Q_geod_reg.png' -# Q_out = os.path.join(group_outdir, Q_fn) -# plt.savefig(Q_out) -# plt.close() -# -# plt.title('Map of E0 in Geodetic Coordinates') -# plt.pcolormesh(grid_lon, grid_lat, E0_reg, cmap='viridis') -# plt.colorbar(label = 'eV') -# plt.xlabel('Geodetic Longitude') -# plt.ylabel('Geodetic Latitude') -# E0_fn = 'E0_geod_reg.png' -# E0_out = os.path.join(group_outdir, E0_fn) -# plt.savefig(E0_out) -# plt.close() - return grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg -def write_geodetic(dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg): + +def write_output(dtdate, gdlon, gdlat, Qgd, E0gd, SigPgd, SigHgd, gmlon, gmlat, Qgm, E0gm, SigPgm, SigHgm, out_fn): print("Writing/saving file for Q, E0, SigP, and SigH in geodetic coordinates...") - out_fn = "geodetic_Q_E0.h5" + #out_fn = "geodetic_Q_E0.h5" + + with h5py.File(out_fn, "w") as hdf: + hdf.create_group("Geodetic") + hdf.create_dataset("Geodetic/Longitude", data=gdlon) + hdf.create_dataset("Geodetic/Latitude", data=gdlat) + hdf.create_dataset("Geodetic/Q", data=Qgd) + hdf.create_dataset("Geodetic/E0", data=E0gd) + hdf.create_dataset("Geodetic/SigP", data=SigPgd) + hdf.create_dataset("Geodetic/SigH", data=SigHgd) - with h5py.File(group_outdir + out_fn, "w") as hdf: - hdf.create_dataset("Geodetic Longitude", data=grid_lon) - hdf.create_dataset("Geodetic Latitude", data=grid_lat) - hdf.create_dataset("Q", data=Q_reg) - hdf.create_dataset("E0", data=E0_reg) - hdf.create_dataset("SigP", data=SigP_reg) - hdf.create_dataset("SigH", data=SigH_reg) + hdf.create_group("Geomagnetic") + hdf.create_dataset("Geomagnetic/Longitude", data=gmlon) + hdf.create_dataset("Geomagnetic/Latitude", data=gmlat) + hdf.create_dataset("Geomagnetic/Q", data=Qgm) + hdf.create_dataset("Geomagnetic/E0", data=E0gm) + hdf.create_dataset("Geomagnetic/SigP", data=SigPgm) + hdf.create_dataset("Geomagnetic/SigH", data=SigHgm) + + hdf.create_dataset("TimeStamp", data=dtdate.isoformat()) - #return dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg -#def feed_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_outdir, group_number): -def feed_data(dtdate, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_outdir): +def feed_data(dtdate, maglatsite, folder, foi_0428, foi_0558, foi_0630, output_file): + # This generates a SINGLE output file """ Purpose: - pipeline for feeding processed, inverted ASI data into the series of functions in this script @@ -388,18 +137,7 @@ def feed_data(dtdate, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_ou print("") -# # Call prepare_data from preparation.py to get the necessary inputs for everything in this script -# # This is the main inversion converting color to E0/Q -# dtdate, group_outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH = prepare_data(date, -# maglatsite, -# folder, -# foi_0428, -# foi_0558, -# foi_0630, -# group_outdir, -# group_number) -# - + # Call prepare_data from preparation.py to get the necessary inputs for everything in this script redraydec, greenraydec, blueraydec, maglon_dec, maglat_dec = prepare_data(dtdate, foi_0630, foi_0558, foi_0428, 'test_data_20230314/skymap.mat') @@ -422,80 +160,24 @@ def feed_data(dtdate, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_ou E0_filled = interp_data_nans(e0out) SigP_filled = interp_data_nans(SigP) SigH_filled = interp_data_nans(SigH) -# dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled = interp_data_nans(dtdate, -# group_outdir, -# maglon_dec, -# maglat_dec, -# qout, -# e0out, -# SigP, -# SigH) + # interp again (for zeros) - Q_filled = interp_data_zeros(qout) - E0_filled = interp_data_zeros(e0out) - SigP_filled = interp_data_zeros(SigP) - SigH_filled = interp_data_zeros(SigH) -# dtdate, group_outdir, maglon_dec, maglat_dec, Q_filled, E0_filled, SigP_filled, SigH_filled = interp_data_zeros(dtdate, -# group_outdir, -# maglon_dec, -# maglat_dec, -# Q_filled, -# E0_filled, -# SigP_filled, -# SigH_filled) + Q_filled = interp_data_zeros(Q_filled) + E0_filled = interp_data_zeros(E0_filled) + SigP_filled = interp_data_zeros(SigP_filled) + SigH_filled = interp_data_zeros(SigH_filled) + # smooth_data - Q_smooth = smooth_data(qout) - E0_smooth = smooth_data(e0out) - SigP_smooth = smooth_data(SigP) - SigH_smooth = smooth_data(SigH) -# dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth = smooth_data(dtdate, -# group_outdir, -# maglon_dec, -# maglat_dec, -# Q_filled, -# E0_filled, -# SigP_filled, -# SigH_filled) - # write_geomag - write_geomag(dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth) -# dtdate, group_outdir, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth = write_geomag(dtdate, -# group_outdir, -# maglon_dec, -# maglat_dec, -# Q_smooth, -# E0_smooth, -# SigP_smooth, -# SigH_smooth) - # transform_data - geo_lon_grid, geo_lat_grid = transform_data(dtdate, maglon_dec, maglat_dec) -# dtdate, group_outdir, geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth = transform_data(dtdate, -# group_outdir, -# maglon_dec, -# maglat_dec, -# Q_smooth, -# E0_smooth, -# SigP_smooth, -# SigH_smooth) + Q_smooth = smooth_data(Q_filled) + E0_smooth = smooth_data(E0_filled) + SigP_smooth = smooth_data(SigP_filled) + SigH_smooth = smooth_data(SigH_filled) + # regularize_data - grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg = regularize_data(geo_lon_grid, geo_lat_grid, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth) -# dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg = regularize_data(dtdate, -# group_outdir, -# geo_lon_grid, -# geo_lat_grid, -# Q_smooth, -# E0_smooth, -# SigP_smooth, -# SigH_smooth) + grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg = regularize_data(dtdate, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth) + # write_geodetic - write_geodetic(dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg) -# dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg = write_geodetic(dtdate, -# group_outdir, -# grid_lon, -# grid_lat, -# Q_reg, -# E0_reg, -# SigP_reg, -# SigH_reg) + write_output(dtdate, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth, output_file) - print("Returning all necessary data to funnel into Lompe and GEMINI...") - return dtdate, group_outdir, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg +# print("Returning all necessary data to funnel into Lompe and GEMINI...") +# return dtdate, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg From e523e73e53da6a12c3d1dff6745800d6931ce96a Mon Sep 17 00:00:00 2001 From: Leslie Lamarche Date: Fri, 18 Jul 2025 19:21:46 -0700 Subject: [PATCH 18/49] Add requirements file. --- minimalexample-airglow.ipynb | 2 +- requirements.txt | 12 ++++++++++++ 2 files changed, 13 insertions(+), 1 deletion(-) create mode 100644 requirements.txt diff --git a/minimalexample-airglow.ipynb b/minimalexample-airglow.ipynb index 269e07d..1772810 100644 --- a/minimalexample-airglow.ipynb +++ b/minimalexample-airglow.ipynb @@ -1680,7 +1680,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.8" + "version": "3.13.5" } }, "nbformat": 4, diff --git a/requirements.txt b/requirements.txt new file mode 100644 index 0000000..90c8f58 --- /dev/null +++ b/requirements.txt @@ -0,0 +1,12 @@ +numpy +h5py +pillow +beautifulsoup4 +wget +pandas +requests +scipy +matplotlib +apexpy +scikit-image[optional] + From 2d0c8163b808388e73be2adb66eb808ad98c0a41 Mon Sep 17 00:00:00 2001 From: Leslie Lamarche Date: Tue, 22 Jul 2025 10:27:11 -0700 Subject: [PATCH 19/49] Remove redundent code blocks. --- src/asispectralinversion/preparation.py | 118 +++------------------ src/asispectralinversion/preprocessing.py | 20 ---- src/asispectralinversion/transformation.py | 8 +- 3 files changed, 22 insertions(+), 124 deletions(-) diff --git a/src/asispectralinversion/preparation.py b/src/asispectralinversion/preparation.py index 7ec2917..72da6f5 100644 --- a/src/asispectralinversion/preparation.py +++ b/src/asispectralinversion/preparation.py @@ -4,16 +4,8 @@ import datetime import os from apexpy import Apex -from .inversion import load_lookup_tables_directory -from .inversion import calculate_E0_Q_v2 -from .preprocessing import wavelet_denoise -from .preprocessing import gaussian_denoise -from .preprocessing import to_rayleighs -from .preprocessing import interpolate_reggrid -from .preprocessing import background_brightness -from .preprocessing import common_grid -from .inversion import calculate_Sig -from skimage.restoration import denoise_wavelet, cycle_spin +from PIL import Image +from .preprocessing import common_grid, interpolate_reggrid, background_brightness, wavelet_denoise, gaussian_denoise, to_rayleighs """ Purpose of this script: @@ -22,31 +14,7 @@ - returns Q, E0, SigmaP, and SigmaH in regularized, geomagnetic coordinates """ -#def copy_h5(vtest): -# """ -# Purpose: -# - copies an HDF5 structure to a python dict recursively -# """ -# -# dicttest = {} -# keyslist = list(vtest.keys()) -# for key in keyslist: -# if type(vtest[key]) == h5py._hl.dataset.Dataset: -# if vtest[key].shape[1] == 1: -# if vtest[key].shape[0] == 1: -# dicttest[key] = vtest[key][0][0] -# else: -# dicttest[key] = np.asarray(vtest[key]).flatten() -# else: -# dicttest[key] = np.asarray(vtest[key]) -# else: -# dicttest[key] = copy_h5(vtest[key]) -# -# return dicttest - - -#def prepare_data(date, maglatsite, folder, foi_0428, foi_0558, foi_0630, group_outdir, group_number): -from PIL import Image + def prepare_data(dtdate, redimgs, greenimgs, blueimgs, skymap_file, plot=True): """ @@ -256,18 +224,13 @@ def prepare_data(dtdate, redimgs, greenimgs, blueimgs, skymap_file, plot=True): maxbright = np.amax(colormat) colormat /= maxbright - greenframe = np.copy(greenimdenoise) - greenframe[np.where(np.isnan(greenframe))] = greenbgbright - - blueframe = np.copy(blueimdenoise) - blueframe[np.where(np.isnan(blueframe))] = bluebgbright - - redframe = np.copy(redimdenoise) - redframe[np.where(np.isnan(redframe))] = redbgbright + if plot: + plt.pcolormesh(lon0, lat0, colormat.transpose(1,2,0)) + plt.xlabel('E-W') + plt.ylabel('N-S') + plt.show() - colormat = np.asarray([nred * (redframe - redmin), ngreen * (greenframe - greenmin), nblue * (blueframe - bluemin)]).astype(float) - colormat /= maxbright - + redray, greenray, blueray = to_rayleighs(redimdenoise, greenimdenoise, blueimdenoise, redbgbright, greenbgbright, bluebgbright) badrange = np.where(np.isnan(redray + blueray + greenray)) @@ -303,63 +266,16 @@ def prepare_data(dtdate, redimgs, greenimgs, blueimgs, skymap_file, plot=True): colormat = np.asarray([nred * (redframe - redmin), ngreen * (greenframe - greenmin), nblue * (blueframe - bluemin)]).astype(float) colormat /= maxbright - - ## Actual inversion and Conductance calculations happen here - ## Probably makes sense to shift these into a new function so this function is limited to image preprocessing and prep - #print("Calculating Q and E0...") - - #qout, e0out, minq, maxq, mine0, maxe0 = calculate_E0_Q_v2(redraydec, greenraydec, blueraydec, v, minE0 = 150, generous = True) - # - #print("Calculating conductivities given Q and E0...") - # - ## Calculate conductivities AFTER calculating Q and E0 - #SigP, SigH = calculate_Sig(qout, e0out, v, generous = True) - # maglon_dec = gridmlon[::dec, ::dec] maglat_dec = gridmlat[::dec, ::dec] + if plot: + plt.pcolormesh(maglon_dec, maglat_dec, colormat.transpose(1,2,0)) + plt.xlabel('E-W') + plt.ylabel('N-S') + plt.show() + + return redraydec, greenraydec, blueraydec, maglon_dec, maglat_dec - ## Make plotting optional - ## Troubleshooting plots - #plt.title('Map of Q in Geomagnetic Coordinates') - #plt.pcolormesh(maglon_dec, maglat_dec, qout, cmap = 'plasma') - #plt.colorbar(label = 'mW/m$^2$') - #plt.xlabel('Geomagnetic Longitude') - #plt.ylabel('Geomagnetic Latitude') - #Q_fn = 'Q_geomag.png' - #Q_out = os.path.join(group_outdir, Q_fn) - #plt.savefig(Q_out) - #plt.close() - - #plt.title('Map of E0 in Geomagnetic Coordinates') - #plt.pcolormesh(maglon_dec, maglat_dec, e0out, cmap = 'viridis') - #plt.colorbar(label = 'eV') - #plt.xlabel('Geomagnetic Longitude') - #plt.ylabel('Geomagnetic Latitude') - #E0_fn = 'E0_geomag.png' - #E0_out = os.path.join(group_outdir, E0_fn) - #plt.savefig(E0_out) - #plt.close() - - #plt.title('Map of SigP in Geomagnetic Coordinates') - #plt.pcolormesh(maglon_dec, maglat_dec, SigP, cmap = 'magma') - #plt.colorbar(label = 'mho ($\mho$)') - #plt.xlabel('Geomagnetic Longitude') - #plt.ylabel('Geomagnetic Latitude') - #SigP_fn = 'SigP_geomag.png' - #SigP_out = os.path.join(group_outdir, SigP_fn) - #plt.savefig(SigP_out) - #plt.close() - # - #plt.title('Map of SigH in Geomagnetic Coordinates') - #plt.pcolormesh(maglon_dec, maglat_dec, SigH, cmap = 'cividis') - #plt.colorbar(label = 'mho ($\mho$)') - #plt.xlabel('Geomagnetic Longitude') - #plt.ylabel('Geomagnetic Latitude') - #SigH_fn = 'SigH_geomag.png' - #SigH_out = os.path.join(group_outdir, SigH_fn) - #plt.savefig(SigH_out) - #plt.close() - # - #return dtdate, group_outdir, maglon_dec, maglat_dec, qout, e0out, SigP, SigH + diff --git a/src/asispectralinversion/preprocessing.py b/src/asispectralinversion/preprocessing.py index e26fbb7..13ad0c6 100644 --- a/src/asispectralinversion/preprocessing.py +++ b/src/asispectralinversion/preprocessing.py @@ -3,26 +3,6 @@ import scipy.interpolate from skimage.restoration import denoise_wavelet, cycle_spin, estimate_sigma -#def reggrid(oldlon, oldlat, newlonvec, newlatvec): -# """ -# Purpose: -# - interpolates an image, given a grid, onto a new regular grid -# - takes the image, the old lat/lon grid, and lat/lon vectors for the new mesh grid -# """ -# -# # Masks out NaNs -# lonmasked = np.ma.masked_invalid(oldlon) -# latmasked = np.ma.masked_invalid(oldlat) -# -# # Pulls out unmasked part of old grid -# longood = lonmasked[~lonmasked.mask] -# latgood = latmasked[~lonmasked.mask] -# -# # Creates the new mesh grid -# newlat, newlon = np.meshgrid(newlatvec, newlonvec) -# -# return newlon, newlat - def common_grid(bmlat, bmlon, gmlat, gmlon, rmlat, rmlon): """ diff --git a/src/asispectralinversion/transformation.py b/src/asispectralinversion/transformation.py index 8908ca0..ba33c6a 100644 --- a/src/asispectralinversion/transformation.py +++ b/src/asispectralinversion/transformation.py @@ -139,6 +139,8 @@ def feed_data(dtdate, maglatsite, folder, foi_0428, foi_0558, foi_0630, output_f # Call prepare_data from preparation.py to get the necessary inputs for everything in this script + print("Prepare Data") + redraydec, greenraydec, blueraydec, maglon_dec, maglat_dec = prepare_data(dtdate, foi_0630, foi_0558, foi_0428, 'test_data_20230314/skymap.mat') # Load lookup tables @@ -178,6 +180,6 @@ def feed_data(dtdate, maglatsite, folder, foi_0428, foi_0558, foi_0630, output_f # write_geodetic write_output(dtdate, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg, maglon_dec, maglat_dec, Q_smooth, E0_smooth, SigP_smooth, SigH_smooth, output_file) - -# print("Returning all necessary data to funnel into Lompe and GEMINI...") -# return dtdate, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg + + print("Returning all necessary data to funnel into Lompe and GEMINI...") + return dtdate, grid_lon, grid_lat, Q_reg, E0_reg, SigP_reg, SigH_reg From 85658412f3077bcb53a234e3e0e8604d04f9515e Mon Sep 17 00:00:00 2001 From: Leslie Lamarche Date: Mon, 4 Aug 2025 18:06:11 -0700 Subject: [PATCH 20/49] Add PKR skymap file as package data to be used by default. --- pyproject.toml | 6 ++++++ src/asispectralinversion/skymap.mat | Bin 0 -> 7860498 bytes src/asispectralinversion/transformation.py | 17 +++++++++++++++-- 3 files changed, 21 insertions(+), 2 deletions(-) create mode 100644 src/asispectralinversion/skymap.mat diff --git a/pyproject.toml b/pyproject.toml index b836283..437a7bb 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -20,3 +20,9 @@ classifiers = [ [project.urls] Homepage = "https://github.com/almule12/asispectralinversion" 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