Verwendung von Polardiagrammen mit QML
Hinweis: Dies ist Teil des Beispiels „Diagramme mit QML“ in der Galerie.
Wir beginnen mit einem Diagramm, das eine Spline-Reihe und eine Streudiagramm-Reihe mit zufälligen Daten enthält. Beide Reihen verwenden dieselben Achsen.

PolarChartView {
title: "Two Series, Common Axes"
anchors.fill: parent
legend.visible: false
antialiasing: true
ValueAxis {
id: axisAngular
min: 0
max: 20
tickCount: 9
}
ValueAxis {
id: axisRadial
min: -0.5
max: 1.5
}
SplineSeries {
id: series1
axisAngular: axisAngular
axisRadial: axisRadial
pointsVisible: true
}
ScatterSeries {
id: series2
axisAngular: axisAngular
axisRadial: axisRadial
markerSize: 10
}
// Add data dynamically to the series
Component.onCompleted: {
for (var i = 0; i <= 20; i++) {
series1.append(i, Math.random());
series2.append(i, Math.random());
}
}
}Das nächste Diagramm zeigt einige genaue historische Daten, für die wir eine „DateTimeAxis“ und eine „AreaSeries“ verwenden müssen.

PolarChartView {
id: root
title: "Historical Area Chart"
anchors.fill: parent
legend.visible: false
antialiasing: true
DateTimeAxis {
id: axis1
format: "yyyy MMM"
tickCount: 13
}
ValueAxis {
id: axis2
}
LineSeries {
id: lowerLine
axisAngular: axis1
axisRadial: axis2
// Please note that month in JavaScript months are zero based, so 2 means March
XYPoint { x: root.toMsecsSinceEpoch(new Date(1950, 0, 1)); y: 15 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(1962, 4, 1)); y: 35 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(1970, 0, 1)); y: 50 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(1978, 2, 1)); y: 75 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(1987, 11, 1)); y: 102 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(1992, 1, 1)); y: 132 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(1998, 7, 1)); y: 100 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(2002, 4, 1)); y: 120 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(2012, 8, 1)); y: 140 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(2013, 5, 1)); y: 150 }
}
LineSeries {
id: upperLine
axisAngular: axis1
axisRadial: axis2
// Please note that month in JavaScript months are zero based, so 2 means March
XYPoint { x: root.toMsecsSinceEpoch(new Date(1950, 0, 1)); y: 30 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(1962, 4, 1)); y: 55 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(1970, 0, 1)); y: 80 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(1978, 2, 1)); y: 105 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(1987, 11, 1)); y: 125 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(1992, 1, 1)); y: 160 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(1998, 7, 1)); y: 140 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(2002, 4, 1)); y: 140 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(2012, 8, 1)); y: 170 }
XYPoint { x: root.toMsecsSinceEpoch(new Date(2013, 5, 1)); y: 200 }
}
AreaSeries {
axisAngular: axis1
axisRadial: axis2
lowerSeries: lowerLine
upperSeries: upperLine
}
// DateTimeAxis is based on QDateTimes so we must convert our JavaScript dates to
// milliseconds since epoch to make them match the DateTimeAxis values
function toMsecsSinceEpoch(date) {
var msecs = date.getTime();
return msecs;
}
}Das nächste Diagramm verwendet eine „CategoryAxis“, um die Daten verständlicher zu machen.

PolarChartView {
title: "Numerical Data for Dummies"
anchors.fill: parent
legend.visible: false
antialiasing: true
LineSeries {
axisRadial: CategoryAxis {
min: 0
max: 30
CategoryRange {
label: "critical"
endValue: 2
}
CategoryRange {
label: "low"
endValue: 7
}
CategoryRange {
label: "normal"
endValue: 12
}
CategoryRange {
label: "high"
endValue: 18
}
CategoryRange {
label: "extremely high"
endValue: 30
}
}
axisAngular: ValueAxis {
tickCount: 13
}
XYPoint { x: 0; y: 4.3 }
XYPoint { x: 1; y: 4.1 }
XYPoint { x: 2; y: 4.7 }
XYPoint { x: 3; y: 3.9 }
XYPoint { x: 4; y: 5.2 }
XYPoint { x: 5; y: 5.3 }
XYPoint { x: 6; y: 6.1 }
XYPoint { x: 7; y: 7.7 }
XYPoint { x: 8; y: 12.9 }
XYPoint { x: 9; y: 19.2 }
}
}© 2026 The Qt Company Ltd. Documentation contributions included herein are the copyrights of their respective owners. The documentation provided herein is licensed under the terms of the GNU Free Documentation License version 1.3 as published by the Free Software Foundation. Qt and respective logos are trademarks of The Qt Company Ltd. in Finland and/or other countries worldwide. All other trademarks are property of their respective owners.