JavaScript Polar Partial Arc

Creates a JavaScript Polar Partial Arc using SciChart.js, which can bend from a full Polar Circle, all the way to a cartesian-like arc.

Inner Radius: 0.998

Total Angle: 0.001 * π or 0.004

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drawExample.ts

index.html

vanilla.ts

theme.ts

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1import {
2    SciChartPolarSurface,
3    PolarMouseWheelZoomModifier,
4    PolarZoomExtentsModifier,
5    PolarPanModifier,
6    XyDataSeries,
7    PolarLineRenderableSeries,
8    EllipsePointMarker,
9    PolarNumericAxis,
10    EPolarAxisMode,
11    EPolarLabelMode,
12    EAxisAlignment,
13    EXyDirection,
14    GenericAnimation,
15    easing,
16    NumberRange,
17    EActionType,
18} from "scichart";
19import { appTheme } from "../../../theme";
20
21/**
22 * Calculate inner radius for the angle to fit nicely into 3 x 2 aspect ratio canvas.
23 * Use it for fraction less than 1/4 (quarter of the circle)
24 */
25const calcRadiusFromAngleFraction = (angleFraction: number) => {
26    const totalAngle = 2 * Math.PI * angleFraction;
27    const halfAngle = totalAngle / 2;
28    return (1 - (4 / 3) * Math.sin(halfAngle)) / Math.cos(halfAngle);
29};
30
31export const drawExample = async (
32    rootElement: string | HTMLDivElement,
33    innerRadius: number,
34    totalAngle: number,
35    onAnimationUpdate?: (values: { innerRadius: number; totalAngle: number }) => void
36) => {
37    const { sciChartSurface, wasmContext } = await SciChartPolarSurface.create(rootElement, {
38        theme: appTheme.SciChartJsTheme,
39    });
40
41    // Add axes
42    const radialYAxis = new PolarNumericAxis(wasmContext, {
43        polarAxisMode: EPolarAxisMode.Radial,
44        axisAlignment: EAxisAlignment.Right,
45        drawMinorGridLines: false,
46        useNativeText: true,
47        drawLabels: true,
48        labelPrecision: 0,
49
50        majorGridLineStyle: {
51            color: "gray",
52            strokeThickness: 1,
53        },
54        isInnerAxis: true,
55        visibleRange: new NumberRange(0, 10),
56        zoomExtentsToInitialRange: true,
57
58        innerRadius: innerRadius,
59        startAngle: Math.PI / 2,
60    });
61    sciChartSurface.yAxes.add(radialYAxis);
62
63    const angularXAxis = new PolarNumericAxis(wasmContext, {
64        polarAxisMode: EPolarAxisMode.Angular,
65        polarLabelMode: EPolarLabelMode.Parallel,
66        axisAlignment: EAxisAlignment.Top,
67        labelPrecision: 0,
68
69        flippedCoordinates: true,
70        drawMinorGridLines: false,
71        useNativeText: true,
72
73        majorGridLineStyle: {
74            color: "gray",
75            strokeThickness: 1,
76        },
77
78        totalAngle,
79        startAngle: Math.PI / 2,
80    });
81    sciChartSurface.xAxes.add(angularXAxis);
82
83    // Add a basic line series to better visualize the polar chart
84    const PETAL_NUMBER = 6;
85    const POINTS_PER_PETAL = 100;
86
87    const polarlineSeries = new PolarLineRenderableSeries(wasmContext, {
88        dataSeries: new XyDataSeries(wasmContext, {
89            xValues: Array.from({ length: PETAL_NUMBER * POINTS_PER_PETAL + 1 }, (_, i) => i / POINTS_PER_PETAL),
90            yValues: Array.from({ length: PETAL_NUMBER * POINTS_PER_PETAL + 1 }, (_, i) => {
91                const angleFraction = i / (PETAL_NUMBER * POINTS_PER_PETAL);
92                return 5 + 5 * Math.sin(2 * Math.PI * angleFraction * PETAL_NUMBER);
93            }),
94        }),
95        stroke: appTheme.VividOrange,
96        interpolateLine: true,
97        strokeThickness: 3,
98        pointMarker: new EllipsePointMarker(wasmContext, {
99            width: 8,
100            height: 8,
101            stroke: appTheme.VividOrange,
102            fill: appTheme.DarkIndigo,
103        }),
104    });
105    sciChartSurface.renderableSeries.add(polarlineSeries);
106
107    // customize `zoomExtents` modifier to update frontend sliders via Callback
108    const zoomExtentsMod = new PolarZoomExtentsModifier();
109    zoomExtentsMod.animationDuration = 200;
110    zoomExtentsMod.onZoomExtents = (sciChartSurface) => {
111        setTimeout(() => {
112            onAnimationUpdate({
113                innerRadius: radialYAxis.innerRadius,
114                totalAngle: angularXAxis.totalAngle,
115            });
116        }, 200); // wait for `zoomExtents` animation to complete
117        return true;
118    };
119
120    sciChartSurface.chartModifiers.add(
121        new PolarPanModifier({ xyDirection: EXyDirection.XDirection }),
122        new PolarMouseWheelZoomModifier({ defaultActionType: EActionType.Pan }),
123
124        // Customise `zoomExtents` modifier to update frontend sliders via `onAnimationUpdate` Callback
125        new PolarZoomExtentsModifier({
126            animationDuration: 200,
127            onZoomExtents: (sciChartSurface) => {
128                setTimeout(() => {
129                    onAnimationUpdate({
130                        innerRadius: radialYAxis.innerRadius,
131                        totalAngle: angularXAxis.totalAngle,
132                    });
133                }, 200); // wait for animation to complete
134                return true;
135            },
136        })
137    );
138
139    // Animation which animates a polar surface to look like a Cartesian coordinate system for better understanding
140    type polarAnimationOptions = {
141        angleFraction: number;
142        startAngle: number;
143        radius: number;
144    };
145
146    const animateAll = (from: polarAnimationOptions, to: polarAnimationOptions, progress: number) => {
147        const angleFractionQuarter$ = 1 / 4;
148        const totalAngleQuarter$ = 2 * Math.PI * angleFractionQuarter$;
149        const beta$ = totalAngleQuarter$ / 2;
150        const radius4quarter$ = (1 - (4 / 3) * Math.sin(beta$)) / Math.cos(beta$);
151        const startAngleQuarter$ = totalAngleQuarter$ - totalAngleQuarter$ / 2;
152
153        const curFraction$ = from.angleFraction + (to.angleFraction - from.angleFraction) * progress;
154        const curTotalAngle$ = 2 * Math.PI * curFraction$;
155        angularXAxis.totalAngle = curTotalAngle$;
156        const isAFIncreasing$ = to.angleFraction - from.angleFraction > 0;
157        if (isAFIncreasing$) {
158            if (curFraction$ < angleFractionQuarter$) {
159                const progress$ = (curFraction$ - from.angleFraction) / (angleFractionQuarter$ - from.angleFraction);
160                const radius$ = calcRadiusFromAngleFraction(curFraction$);
161                radialYAxis.innerRadius = radius$;
162                const curSA$ = from.startAngle + (startAngleQuarter$ - from.startAngle) * progress$;
163                angularXAxis.startAngle = curSA$;
164                radialYAxis.startAngle = curSA$;
165            } else {
166                const progress$ = (curFraction$ - angleFractionQuarter$) / (to.angleFraction - angleFractionQuarter$);
167                const radius$ = radius4quarter$ + (to.radius - radius4quarter$) * progress$;
168                radialYAxis.innerRadius = radius$;
169                const curSA$ = startAngleQuarter$ + (to.startAngle - startAngleQuarter$) * progress$;
170                angularXAxis.startAngle = curSA$;
171                radialYAxis.startAngle = curSA$;
172            }
173        } else {
174            if (curFraction$ > angleFractionQuarter$) {
175                const progress$ = (from.angleFraction - curFraction$) / (from.angleFraction - angleFractionQuarter$);
176                const radius$ = from.radius + (radius4quarter$ - from.radius) * progress$;
177                radialYAxis.innerRadius = radius$;
178                const curSA$ = from.startAngle + (startAngleQuarter$ - from.startAngle) * progress$;
179                angularXAxis.startAngle = curSA$;
180                radialYAxis.startAngle = curSA$;
181            } else {
182                const progress$ = (angleFractionQuarter$ - curFraction$) / (angleFractionQuarter$ - to.angleFraction);
183                const radius$ = calcRadiusFromAngleFraction(curFraction$);
184                radialYAxis.innerRadius = radius$;
185                const curSA$ = startAngleQuarter$ + (to.startAngle - startAngleQuarter$) * progress$;
186                angularXAxis.startAngle = curSA$;
187                radialYAxis.startAngle = curSA$;
188            }
189        }
190
191        if (onAnimationUpdate) {
192            onAnimationUpdate({
193                innerRadius: radialYAxis.innerRadius,
194                totalAngle: angularXAxis.totalAngle,
195            });
196        }
197    };
198
199    const allAnimation = new GenericAnimation<polarAnimationOptions>({
200        from: { angleFraction: 0.0006, startAngle: Math.PI / 2, radius: 0.998 },
201        to: { angleFraction: 1, startAngle: 0, radius: 0 },
202        onAnimate: animateAll,
203        delay: 1000,
204        duration: 2000,
205        ease: easing.linear,
206        onCompleted: () => {
207            const tmp = allAnimation.from;
208            allAnimation.from = allAnimation.to;
209            allAnimation.to = tmp;
210            allAnimation.reset();
211        },
212    });
213
214    return {
215        sciChartSurface,
216        wasmContext,
217        controls: {
218            startAnimation: () => {
219                allAnimation.reset();
220                sciChartSurface.addAnimation(allAnimation);
221            },
222            endAnimation: () => {
223                sciChartSurface.getAnimations().forEach((a) => a.cancel());
224            },
225            changeInnerRadiusInternal: (value: number) => {
226                radialYAxis.innerRadius = value;
227            },
228            changeTotalAngleInternal: (value: number) => {
229                angularXAxis.totalAngle = value;
230            },
231        },
232    };
233};
234

Polar Partial Arc Chart - JavaScript

Overview

This example demonstrates how to create a partial polar chart in JavaScript using SciChart.js, where the polar coordinate system is configured to display only a small arc segment. The chart mimics Cartesian coordinates by setting extreme values for innerRadius and totalAngle properties.

Technical Implementation

The implementation uses SciChartPolarSurface.create() to initialize the chart with radial and angular axes. A PolarLineRenderableSeries displays petal-shaped data, while modifiers like PolarZoomExtentsModifier enable interactivity. The animation transitions between partial and full polar views using GenericAnimation.

Features and Capabilities

Key features include dynamic adjustment of polar chart parameters, smooth animations between view states, and interactive zoom/pan behavior. The example showcases how polar charts can visually approximate Cartesian coordinates when configured with specific axis properties.

Integration and Best Practices

The implementation follows best practices for asynchronous chart initialization and proper resource cleanup. Developers can extend this example by incorporating real-time data updates or additional polar series types as described in the Polar Chart documentation.

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