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gmove.cpp
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199 lines (166 loc) · 5.41 KB
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#include "gmove.h"
#include "gcodeline.h"
#include <QtMath>
#include <QMap>
#include <QDebug>
static const double PI = 3.14159265358979323846264338327950288419717;
static const double PI_2 = 2 * 3.14159265358979323846264338327950288419717;
double distQuad(double x1, double y1, double z1, double x2, double y2, double z2);
GMove::GMove()
: mX(0.0),
mY(0.0),
mZ(0.0),
mI(0.0),
mJ(0.0),
mR(0.0),
mE(0.0),
mF(0.0),
mS(0),
mDE(0.0),
mET(0.0),
mLen(0.0),
mEe(0.0),
mETe(0.0),
mDEe(0.0),
mFlowE(0.0),
mArcDir(Undefined),
mType(None)
{
}
GMove::GMove(const GCodeLine &line, const GMove &previous, const GMoveModifiers &mods)
: mX(0.0),
mY(0.0),
mZ(0.0),
mI(0.0),
mJ(0.0),
mR(0.0),
mE(0.0),
mF(0.0),
mS(0),
mMods(mods),
mDE(0.0),
mET(0.0),
mLen(0.0),
mEe(0.0),
mETe(0.0),
mDEe(0.0),
mFlowE(0.0),
mArcDir(Undefined),
mType(None)
{
QString code = line.code();
if (!testCode(code)) {
return;
}
bool ok = false;
if (code == "G1" || code == "G0" || code == "G2" || code == "G3") {
double p = line.parameter('X', &ok);
mX = ok ? p : previous.X();
p = line.parameter('Y', &ok);
mY = ok ? p : previous.Y();
p = line.parameter('Z', &ok);
mZ = ok ? p : previous.Z();
p = line.parameter('I', &ok);
mI = ok ? p : 0.0;
p = line.parameter('J', &ok);
mJ = ok ? p : 0.0;
p = line.parameter('E', &ok);
mE = ok ? p : (mMods.extrusionIsAbsolute && previous.E() != mMods.extruderShift ? previous.E() : 0.0);
if (ok) {
mE = p;
} else {
if (mMods.extrusionIsAbsolute) {
double shiftDiff = mMods.extruderShift - previous.mMods.extruderShift;
mE = previous.E() - (qFuzzyCompare(shiftDiff + 1, 1.0) ? 0.0 : shiftDiff);
if (qFuzzyCompare(mE + 1, 1.0)) {
mE = 0.0;
}
} else {
mE = 0.0;
}
}
p = line.parameter('F', &ok);
mF = ok ? p : previous.F();
if (code == "G1" || code == "G0") {
mLen = qSqrt(distQuad(mX, mY, mZ, previous.X(), previous.Y(), previous.Z()));
} else if (code == "G2" || code == "G3") {
mArcDir = (code == "G2") ? CW : CCW;
mCX = previous.X() + mI;
mCY = previous.Y() + mJ;
double r2 = distQuad(mX, mY, 0.0, mCX, mCY, 0.0); // radius squared
double s2 = distQuad(mX, mY, 0.0, previous.X(), previous.Y(), 0.0); // segment length squared
double theta = qAcos( 1 - s2 / (2 * r2));
// Cross product Z. Sign depends on g-code
double cpZ = -int(mArcDir) * ((previous.X() - mCX) * (mY - mCY) - (previous.Y() - mCY) * (mX - mCX));
if (cpZ > 0) theta = PI_2 - theta;
mR = qSqrt(r2);
mLen = theta * mR;
}
} else if (code == "G28") {
QList<char> pars = line.parameters();
if (!pars.isEmpty()) {
mX = pars.contains('X') ? 0.0 :previous.X();
mY = pars.contains('Y') ? 0.0 :previous.Y();
mZ = pars.contains('Z') ? 0.0 :previous.Z();
}
}
if (qFuzzyCompare(mLen + 1, qreal(1.0))) {
mLen = 0.0;
}
if (mMods.extrusionIsAbsolute) {
double shiftDiff = mMods.extruderShift - previous.mMods.extruderShift;
mET = shiftDiff + previous.ET() + (mE - previous.E());
if (qFuzzyCompare(mE, previous.E())) {
mDE = 0.0;
mDEe = 0.0;
mEe = previous.Ee();
} else {
mDE = mET - previous.ET();
if (qFuzzyCompare(mDE + 1, 1.0)) {
mDE = 0.0;
}
mDEe = mDE * mMods.extrudeFactor;
if (qFuzzyCompare(mDEe + 1, 1.0)) {
mDEe = 0.0;
}
// double shiftDiff = mMods.extruderShift - previous.mMods.extruderShift;
// if (qFuzzyCompare(shiftDiff + 1, 1.0)) {
// shiftDiff = 0.0;
// }
mEe = previous.Ee() + mDEe - (shiftDiff == 0.0 ? 0.0 : shiftDiff);
}
mETe = previous.ETe() + mDEe;
} else {
mET = previous.ET() + mE;
if (qFuzzyCompare(mE + 1.0, 1.0)) {
mDE = 0.0;
mDEe = 0.0;
mEe = 0.0;
} else {
mDE = mE;
mDEe = mDE * mMods.extrudeFactor;
mEe = mDEe;
}
mETe = previous.ETe() + mDEe;
}
mFlowE = mLen == 0.0 ? 0.0 : (mDEe / mLen);
if (mLen > 0.0) {
mType = mDEe == 0.0 ? Travel : (mDEe > 0 ? Extrusion : Suck);
} else {
mType = mDEe == 0.0 ? None : (mDEe > 0 ? DestringPrime : DestringSuck);
}
}
bool GMove::testCode(const QString &code)
{
if (code == "G1" || code == "G0" || code == "G2" || code == "G3" || code == "G28") {
return true;
}
return false;
}
inline double distQuad(double x1, double y1, double z1, double x2, double y2, double z2)
{
double dX = x1 - x2;
double dY = y1 - y2;
double dZ = z1 - z2;
return dX * dX + dY * dY + dZ * dZ;
}