mirror of
https://github.com/GoldenCheetah/GoldenCheetah.git
synced 2026-02-13 08:08:42 +00:00
182 lines
4.7 KiB
C++
182 lines
4.7 KiB
C++
#include <qwt_math.h>
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#include <qwt_scale_engine.h>
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#include <qwt_symbol.h>
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#include <qwt_plot_grid.h>
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#include <qwt_plot_marker.h>
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#include <qwt_plot_curve.h>
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#include <qwt_legend.h>
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#include <qwt_text.h>
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#include "cplx.h"
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#include "bode_plot.h"
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static void logSpace(double *array, int size, double xmin, double xmax)
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{
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if ((xmin <= 0.0) || (xmax <= 0.0) || (size <= 0))
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return;
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const int imax = size -1;
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array[0] = xmin;
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array[imax] = xmax;
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const double lxmin = log(xmin);
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const double lxmax = log(xmax);
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const double lstep = (lxmax - lxmin) / double(imax);
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for (int i = 1; i < imax; i++)
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array[i] = exp(lxmin + double(i) * lstep);
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}
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BodePlot::BodePlot(QWidget *parent):
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QwtPlot(parent)
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{
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setAutoReplot(false);
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setTitle("Frequency Response of a Second-Order System");
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setCanvasBackground(QColor(Qt::darkBlue));
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// legend
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QwtLegend *legend = new QwtLegend;
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legend->setFrameStyle(QFrame::Box|QFrame::Sunken);
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insertLegend(legend, QwtPlot::BottomLegend);
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// grid
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QwtPlotGrid *grid = new QwtPlotGrid;
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grid->enableXMin(true);
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grid->setMajPen(QPen(Qt::white, 0, Qt::DotLine));
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grid->setMinPen(QPen(Qt::gray, 0 , Qt::DotLine));
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grid->attach(this);
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// axes
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enableAxis(QwtPlot::yRight);
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setAxisTitle(QwtPlot::xBottom, "Normalized Frequency");
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setAxisTitle(QwtPlot::yLeft, "Amplitude [dB]");
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setAxisTitle(QwtPlot::yRight, "Phase [deg]");
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setAxisMaxMajor(QwtPlot::xBottom, 6);
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setAxisMaxMinor(QwtPlot::xBottom, 10);
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setAxisScaleEngine(QwtPlot::xBottom, new QwtLog10ScaleEngine);
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// curves
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d_crv1 = new QwtPlotCurve("Amplitude");
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#if QT_VERSION >= 0x040000
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d_crv1->setRenderHint(QwtPlotItem::RenderAntialiased);
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#endif
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d_crv1->setPen(QPen(Qt::yellow));
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d_crv1->setYAxis(QwtPlot::yLeft);
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d_crv1->attach(this);
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d_crv2 = new QwtPlotCurve("Phase");
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#if QT_VERSION >= 0x040000
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d_crv2->setRenderHint(QwtPlotItem::RenderAntialiased);
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#endif
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d_crv2->setPen(QPen(Qt::cyan));
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d_crv2->setYAxis(QwtPlot::yRight);
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d_crv2->attach(this);
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// marker
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d_mrk1 = new QwtPlotMarker();
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d_mrk1->setValue(0.0, 0.0);
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d_mrk1->setLineStyle(QwtPlotMarker::VLine);
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d_mrk1->setLabelAlignment(Qt::AlignRight | Qt::AlignBottom);
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d_mrk1->setLinePen(QPen(Qt::green, 0, Qt::DashDotLine));
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d_mrk1->attach(this);
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d_mrk2 = new QwtPlotMarker();
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d_mrk2->setLineStyle(QwtPlotMarker::HLine);
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d_mrk2->setLabelAlignment(Qt::AlignRight | Qt::AlignBottom);
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d_mrk2->setLinePen(QPen(QColor(200,150,0), 0, Qt::DashDotLine));
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d_mrk2->setSymbol( QwtSymbol(QwtSymbol::Diamond,
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QColor(Qt::yellow), QColor(Qt::green), QSize(7,7)));
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d_mrk2->attach(this);
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setDamp(0.0);
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setAutoReplot(true);
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}
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void BodePlot::showData(double *frequency, double *amplitude,
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double *phase, int count)
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{
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d_crv1->setData(frequency, amplitude, count);
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d_crv2->setData(frequency, phase, count);
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}
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void BodePlot::showPeak(double freq, double amplitude)
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{
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QString label;
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label.sprintf("Peak: %.3g dB", amplitude);
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QwtText text(label);
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text.setFont(QFont("Helvetica", 10, QFont::Bold));
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text.setColor(QColor(200,150,0));
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d_mrk2->setValue(freq, amplitude);
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d_mrk2->setLabel(text);
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}
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void BodePlot::show3dB(double freq)
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{
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QString label;
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label.sprintf("-3 dB at f = %.3g", freq);
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QwtText text(label);
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text.setFont(QFont("Helvetica", 10, QFont::Bold));
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text.setColor(Qt::green);
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d_mrk1->setValue(freq, 0.0);
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d_mrk1->setLabel(text);
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}
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//
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// re-calculate frequency response
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//
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void BodePlot::setDamp(double damping)
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{
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const bool doReplot = autoReplot();
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setAutoReplot(false);
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const int ArraySize = 200;
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double frequency[ArraySize];
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double amplitude[ArraySize];
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double phase[ArraySize];
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// build frequency vector with logarithmic division
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logSpace(frequency, ArraySize, 0.01, 100);
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int i3 = 1;
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double fmax = 1;
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double amax = -1000.0;
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for (int i = 0; i < ArraySize; i++)
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{
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double f = frequency[i];
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cplx g = cplx(1.0) / cplx(1.0 - f * f, 2.0 * damping * f);
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amplitude[i] = 20.0 * log10(sqrt( g.real()*g.real() + g.imag()*g.imag()));
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phase[i] = atan2(g.imag(), g.real()) * (180.0 / M_PI);
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if ((i3 <= 1) && (amplitude[i] < -3.0))
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i3 = i;
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if (amplitude[i] > amax)
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{
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amax = amplitude[i];
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fmax = frequency[i];
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}
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}
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double f3 = frequency[i3] -
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(frequency[i3] - frequency[i3 - 1])
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/ (amplitude[i3] - amplitude[i3 -1]) * (amplitude[i3] + 3);
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showPeak(fmax, amax);
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show3dB(f3);
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showData(frequency, amplitude, phase, ArraySize);
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setAutoReplot(doReplot);
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replot();
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}
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