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FIXed drawing of quartic bezier curves in DrawAsGeometricElement

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jkriege2 2024-02-14 13:57:16 +01:00
parent 819ac7f9fc
commit 18405073d0
2 changed files with 19 additions and 8 deletions
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doc/images/JKQTPGeoBezierCurveLogGraphic.png
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lib/jkqtplotter/graphs/jkqtpgeolines.cpp
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@ -444,7 +444,7 @@ void JKQTPGeoInfiniteLine::draw(JKQTPEnhancedPainter& painter) {
addHitTestData(x, y, formatHitTestDefaultLabel(x,y)+
QString(", \\ensuremath{\\mathrm{\\mathbf{d}}y/\\mathrm{\\mathbf{d}}x\\;=\\;%1/%2\\;=\\;%3\\;=\\;%4\\degree}").arg(jkqtp_floattolatexqstr(dy, 3)).arg(jkqtp_floattolatexqstr(dx, 3)).arg(jkqtp_floattolatexqstr(dy/dx, 3)).arg(jkqtp_floattolatexqstr(atan2(dy,dx), 1)));
QString(", \\ensuremath{\\mathrm{\\mathbf{d}}y/\\mathrm{\\mathbf{d}}x\\;=\\;%1/%2\\;=\\;%3\\;=\\;%4\\degree}").arg(yFloatToString(dy)).arg(xFloatToString(dx)).arg(jkqtp_floattolatexqstr(dy/dx, 3)).arg(jkqtp_floattolatexqstr(atan2(dy,dx), 1)));
addHitTestData(x1, y1);
addHitTestData(x2, y2);
}
@ -587,7 +587,7 @@ void JKQTPGeoPolyLines::draw(JKQTPEnhancedPainter& painter) {
if (points.size()>=2) {
reserveHitTestData(points.size());
double angle1, angle2;
double angle1=0, angle2=0;
QPointF xx1, xx2;
bool doDrawDecorator=false;
painter.save(); auto __finalpaint=JKQTPFinally([&painter]() {painter.restore();});
@ -934,7 +934,7 @@ void JKQTPGeoBezierCurve::draw(JKQTPEnhancedPainter& painter) {
if (points.size()>=2) {
reserveHitTestData(points.size());
double angle1, angle2;
double angle1=0, angle2=0;
QPointF xx1, xx2;
bool doDrawDecorator=false;
painter.save(); auto __finalpaint=JKQTPFinally([&painter]() {painter.restore();});
@ -972,18 +972,29 @@ void JKQTPGeoBezierCurve::draw(JKQTPEnhancedPainter& painter) {
const auto B4_2=jkqtp_makeBernstein<double>(4,2);
const auto B4_3=jkqtp_makeBernstein<double>(4,3);
const auto B4_4=jkqtp_makeBernstein<double>(4,4);
if (points.size()==2) plotfunc=[&](double t) -> QPointF { return points[0]+t*(points[1]-points[0]); };
else if (points.size()==3) plotfunc=[&](double t) -> QPointF { return points[0]*B2_0(t)+points[1]*B2_1(t)+points[2]*B2_2(t); };
else if (points.size()==4) plotfunc=[&](double t) -> QPointF { return points[0]*B3_0(t)+points[1]*B3_1(t)+points[2]*B3_2(t)+points[3]*B3_3(t); };
else if (points.size()==5) plotfunc=[&](double t) -> QPointF { return points[0]*B4_0(t)+points[1]*B4_1(t)+points[2]*B4_2(t)+points[3]*B4_3(t)+points[4]*B4_4(t); };
QVector<QPointF> pointsT=points;
if (getDrawMode()==DrawAsMathematicalCurve) {
if (points.size()==2) plotfunc=[&](double t) -> QPointF { return points[0]+t*(points[1]-points[0]); };
else if (points.size()==3) plotfunc=[&](double t) -> QPointF { return points[0]*B2_0(t)+points[1]*B2_1(t)+points[2]*B2_2(t); };
else if (points.size()==4) plotfunc=[&](double t) -> QPointF { return points[0]*B3_0(t)+points[1]*B3_1(t)+points[2]*B3_2(t)+points[3]*B3_3(t); };
else if (points.size()==5) plotfunc=[&](double t) -> QPointF { return points[0]*B4_0(t)+points[1]*B4_1(t)+points[2]*B4_2(t)+points[3]*B4_3(t)+points[4]*B4_4(t); };
} else {
for (auto& p: pointsT) p=transform(p);
if (pointsT.size()==2) plotfunc=[&](double t) -> QPointF { return pointsT[0]+t*(pointsT[1]-pointsT[0]); };
else if (pointsT.size()==3) plotfunc=[&](double t) -> QPointF { return pointsT[0]*B2_0(t)+pointsT[1]*B2_1(t)+pointsT[2]*B2_2(t); };
else if (pointsT.size()==4) plotfunc=[&](double t) -> QPointF { return pointsT[0]*B3_0(t)+pointsT[1]*B3_1(t)+pointsT[2]*B3_2(t)+pointsT[3]*B3_3(t); };
else if (pointsT.size()==5) plotfunc=[&](double t) -> QPointF { return pointsT[0]*B4_0(t)+pointsT[1]*B4_1(t)+pointsT[2]*B4_2(t)+pointsT[3]*B4_3(t)+pointsT[4]*B4_4(t); };
}
if (plotfunc) {
std::function<QPointF(double)> fTransformedFunc= std::bind([plotfunc](const JKQTPPlotElement* plot, double t) -> QPointF { return plot->transform(plotfunc(t)); }, this, std::placeholders::_1);
std::function<QPointF(double)> fTransformedFunc;
const int minSamples=10;
const int maxRefinementDegree=5;
const double slopeTolerance=0.005;
const int minPixelPerSample=32;
const double maxConsecutiveAngleDegree=0.2;
if (getDrawMode()==DrawAsMathematicalCurve) fTransformedFunc = std::bind([plotfunc](const JKQTPPlotElement* plot, double t) -> QPointF { return plot->transform(plotfunc(t)); }, this, std::placeholders::_1);
else fTransformedFunc = plotfunc;
JKQTPAdaptiveFunctionGraphEvaluator evaluator(fTransformedFunc, minSamples, maxRefinementDegree, slopeTolerance, minPixelPerSample);
QVector<QPointF> data=evaluator.evaluate(0,1);
data=JKQTPSimplyfyLineSegemnts(data, maxConsecutiveAngleDegree);