JKQtPlotter/examples/paramvectorfield/paramvectorfield.cpp

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/** \example vectorfield.cpp
* Display a vector field
*
* \ref JKQTPlotterVectorFieldExample
*/
#include "jkqtpexampleapplication.h"
#include <QApplication>
#include "jkqtplotter/jkqtplotter.h"
#include "jkqtplotter/graphs/jkqtpvectorfield.h"
#include "jkqtplotter/graphs/jkqtpscatter.h"
#include "jkqtpexampleapplication.h"
#define NX 9
#define NY 9
int main(int argc, char* argv[])
{
JKQTPAppSettingController highDPIController(argc,argv);
JKQTPExampleApplication app(argc, argv);
// 1. setup a plotter window and get a pointer to the internal datastore (for convenience)
JKQTPlotter plot;
plot.getPlotter()->setUseAntiAliasingForGraphs(true); // nicer (but slower) plotting
plot.getPlotter()->setUseAntiAliasingForSystem(true); // nicer (but slower) plotting
plot.getPlotter()->setUseAntiAliasingForText(true); // nicer (but slower) text rendering
JKQTPDatastore* ds=plot.getDatastore();
// 2. make up some arbitrary data to be used for plotting
// this generates a 2D grid of x/y-coordinates and then calculates dx=cos(y)*sqrt(x/3.0) and dy=sin(x)*sqrt(x/3.0)
const auto columnXY=ds->addLinearGridColumns(NX, 0, 6, NY, -3, 3,"x","y");
const auto columnDX=ds->addCalculatedColumnFromColumn(columnXY.first, columnXY.second, [](double x,double y) { return sin(y)*sqrt(x/3.0); });
const auto columnDY=ds->addCalculatedColumnFromColumn(columnXY.first, columnXY.second, [](double x,double y) { return cos(x)*sqrt(x/3.0); });
// now we also calulate a column that encodes some other information that can be color-coded
const auto columnC=ds->addCalculatedColumnFromColumn(columnXY.first, columnXY.second, [](double x,double y) { return sqrt(fabs(y)); });
// 3. create JKQTPVectorFieldGraph to display the data:
JKQTPParametrizedVectorFieldGraph* graph1=new JKQTPParametrizedVectorFieldGraph(&plot);
graph1->setXYColumns(columnXY);
graph1->setDxColumn(columnDX);
graph1->setDyColumn(columnDY);
graph1->setColorColumn(columnC);
graph1->setTitle(QObject::tr("$\\vec{f}(x,y)=\\bigl[\\sin(y)\\cdot\\sqrt{x/3}, \\cos(x)\\cdot\\sqrt{x/3}\\bigr]^\\mathrm{T}$"));
// 4. add the graphs to the plot, so it is actually displayed
plot.addGraph(graph1);
// 5. scale the plot so the graph is contained
plot.getPlotter()->setAxisAspectRatio(1);
plot.getPlotter()->setAspectRatio(1);
plot.getPlotter()->setMaintainAxisAspectRatio(true);
plot.getPlotter()->setMaintainAspectRatio(true);
plot.zoomToFit();
// show plotter and make it a decent size
plot.setWindowTitle("JKQTPVectorFieldGraph example");
plot.show();
plot.resize(400/plot.devicePixelRatioF(),430/plot.devicePixelRatioF());
app.addExportStepFunctor([&](){
graph1->setVectorColorMode(JKQTPParametrizedVectorFieldGraph::ColorFromMagnitude);
plot.redrawPlot();
});
app.addExportStepFunctor([&](){
graph1->setVectorColorMode(JKQTPParametrizedVectorFieldGraph::ColorFromAngle);
plot.redrawPlot();
});
app.addExportStepFunctor([&](){
graph1->setVectorColorMode(JKQTPParametrizedVectorFieldGraph::DefaultColor);
plot.redrawPlot();
});
return app.exec();
}