##// END OF EJS Templates
Separate the initialization of the properties of the graph of the update of the units of the graph....
Separate the initialization of the properties of the graph of the update of the units of the graph. The initialization of the properties is carried out when adding a variable in the graph, the update of the units is carried out when loading the data of this variable

File last commit:

r1143:0e96e473601d
r1337:3acf26407503
Show More
SqpColorScale.cpp
60 lines | 1.8 KiB | text/x-c | CppLexer
#include "Visualization/SqpColorScale.h"
#include <Data/DataSeriesUtils.h>
#include <Visualization/QCPColorMapIterator.h>
Q_LOGGING_CATEGORY(LOG_SqpColorScale, "SqpColorScale")
namespace {
const auto DEFAULT_GRADIENT_PRESET = QCPColorGradient::gpJet;
const auto DEFAULT_RANGE = QCPRange{1.0e3, 1.7e7};
} // namespace
std::pair<double, double> SqpColorScale::computeThresholds(const SqpColorScale &scale)
{
auto qcpScale = scale.m_Scale;
auto colorMaps = qcpScale->colorMaps();
if (colorMaps.size() != 1) {
return {std::numeric_limits<double>::quiet_NaN(), std::numeric_limits<double>::quiet_NaN()};
}
// Computes thresholds
auto isLogarithmicScale = qcpScale->dataScaleType() == QCPAxis::stLogarithmic;
auto colorMapData = colorMaps.first()->data();
QCPColorMapIterator begin{colorMapData, true};
QCPColorMapIterator end{colorMapData, false};
return DataSeriesUtils::thresholds(begin, end, isLogarithmicScale);
}
SqpColorScale::SqpColorScale(QCustomPlot &plot)
: m_Scale{new QCPColorScale{&plot}},
m_AutomaticThreshold{false},
m_GradientPreset{DEFAULT_GRADIENT_PRESET}
{
m_Scale->setGradient(m_GradientPreset);
m_Scale->setDataRange(DEFAULT_RANGE);
}
void SqpColorScale::updateDataRange() noexcept
{
// Updates data range only if mode is automatic
if (!m_AutomaticThreshold) {
return;
}
double minThreshold, maxThreshold;
std::tie(minThreshold, maxThreshold) = computeThresholds(*this);
if (std::isnan(minThreshold) || std::isnan(maxThreshold)) {
qCCritical(LOG_SqpColorScale())
<< "Can't update data range of color scale: thresholds computed are invalid";
return;
}
// Updates thresholds
m_Scale->setDataRange({minThreshold, maxThreshold});
}