D3.js implements dynamic dial effect

This time I will bring you D3.js to realize the dynamic dial effect. What are the precautions for D3.js to realize the dynamic dial effect. The following is a practical case, let's take a look.

This article introduces an example of D3.js implementing a simple and practical dynamic dashboard, and shares it with everyone. The details are as follows:

Dynamic renderings:

Dashboard Rendering

If you look closely at the dynamic rendering above, you can find:

1. When a value changes to a new value, it is a gradient The process;

2. There is a vertical line at the end of the arc, which serves as the pointer of the dashboard. When the value of the dashboard changes, there is a flexible animation effect.

At first, I used Echarts to implement the dashboard, but it could not meet the above two requirements. So I later changed to using D3.js.

D3.js can perfectly customize charts and perfectly meet our needs in terms of details.

Initialize the dashboard

1. First define an svg element:

<svg id="myGauge" width="80" height="108" ></svg>

Then, declare some variables for initialization:

var width=80, 
  height=108,  //svg的高度和宽度，也可以通过svg的width、height属性获取
  innerRadius = 22,
  outerRadius = 30, //圆弧的内外半径
  arcMin = -Math.PI*2/3,
  arcMax = Math.PI*2/3, //圆弧的起始角度和终止角度

2. Create an arc method and set all properties except endAngle. When creating an arc, pass an object containing the endAngle property to this method to calculate the SVG path for a given angle.

var arc = d3.arc()
  .innerRadius(22)
  .outerRadius(30)
  .startAngle(arcMin)

How to set the arc angle?

Corresponding a circle to a clock, then the angle corresponding to 12 o'clock is 0, the angle at 3 o'clock clockwise is Math.PI/2, and the angle at 6 o'clock counterclockwise is -Math.PI . Therefore, the arc shape from -Math.PI*2/3 to Math.PI*2/3 is as shown in the rendering above. For more information, refer to arc.startAngle in the API documentation.

3. Get the SVG elements and convert the origin to the center of the canvas, so that we don’t need to specify their positions separately when creating arcs later

var svg = d3.select("#myGauge")
var g = svg.append("g").attr("transform", "translate(" + width / 2 + "," + height / 2 + ")");

4. Add a dashboard The text (title, value, unit) in

//添加仪表盘的标题
g.append("text").attr("class", "gauge-title")
  .style("alignment-baseline", "central") //相对父元素对齐方式
  .style("text-anchor", "middle") //文本锚点，居中
  .attr("y", -45)  //到中心的距离
  .text("CPU占用率");
//添加仪表盘显示的数值，因为之后还要更新，所以声明一个变量
var valueLabel = g.append("text").attr("class", "gauge-value")
  .style("alignment-baseline", "central") //相对父元素对齐方式
  .style("text-anchor", "middle") //文本锚点，居中
  .attr("y", 25)  //到中心的距离
  .text(12.65); 
//添加仪表盘显示数值的单位      
g.append("text").attr("class", "gauge-unity")
  .style("alignment-baseline", "central") //相对父元素对齐方式
  .style("text-anchor", "middle") //文本锚点，居中
  .attr("y", 40)  //到中心的距离
  .text("%");

Compared with the Canvas drawn by Echarts, a very important advantage of the SVG image produced by D3 is that the SVG style can be defined with CSS. For example, the style of the dashboard title here is as follows:

.gauge-title{
  font-size: 10px;
  fill: #A1A6AD;
}

5. Add a background arc

//添加背景圆弧
var background = g.append("path")
  .datum({endAngle:arcMax}) //传递endAngle参数到arc方法
  .style("fill", "#444851")
  .attr("d", arc);

6. Add an arc representing the percentage, where percentage is the percentage to be expressed, from 0 to decimals of 1.

//计算圆弧的结束角度
var currentAngle = percentage*(arcMax-arcMin) + arcMin
//添加另一层圆弧，用于表示百分比
var foreground = g.append("path")
  .datum({endAngle:currentAngle})
  .style("fill", "#444851")
  .attr("d", arc);

7. Add a pointer mark at the end of the arc

var tick = g.append("line")
  .attr('class', 'gauge-tick')
  .attr("x1", 0)
  .attr("y1", -innerRadius)
  .attr("x2", 0)
  .attr("y2", -(innerRadius + 12)) //定义line位置，默认是在圆弧正中间，12是指针的长度
  .style("stroke", "#A1A6AD")
  .attr('transform', 'rotate('+ angleToDegree(currentAngle) +')')

The parameter in rotate is the degree, and Math.PI corresponds to 180, so you need to customize an angleToDegree method to convert the currentAngle.

At this point, an SVG dashboard has been created, but it is static. So how to update this dashboard?

Update Dashboard

Need to update: arc representing the new percentage; the value below the arc.

Modifying the value below the arc is very simple:

valueLabel.text(newValue)

Updating the arc is a little more troublesome. The specific idea is: modify the endAngle of the arc, and modify the transform value of the pointer at the end of the arc.

During the implementation process, the API that needs to be used:

selection.transition: https://github.com/d3/d3-transition/blob/master/ README.md#selection_transition
transition.attrTween：https://github.com/d3/d3-transition/blob/master/README.md#transition_attrTween
d3.interpolate：https://github.com/ d3/d3-interpolate/blob/master/README.md#interpolate

1. Update the arc, where angle is the end angle of the new arc.

//更新圆弧，并且设置渐变动效
foreground.transition()
  .duration(750)
  .ease(d3.easeElastic)  //设置来回弹动的效果
  .attrTween("d", arcTween(angle));

arcTween method is defined as follows. It returns a tween (gradient) animation method of the d attribute, which makes an arc gradient from the current angle to a new angle.

arcTween(newAngle) {
  let self=this
  return function(d) {
    var interpolate = d3.interpolate(d.endAngle, newAngle); //在两个值间找一个插值
    return function(t) {
      d.endAngle = interpolate(t);  //根据 transition 的时间 t 计算插值并赋值给endAngle
      return arc(d); //返回新的“d”属性值
    }; 
  };
}

For a more detailed description of this method, please refer to the comments in Arc Tween.

2. The principle of updating the pointer at the end of the arc is the same as above, where oldAngle is the end angle of the old arc.

//更新圆弧末端的指针标记，并且设置渐变动效      
tick.transition()
  .duration(750)
  .ease(d3.easeElastic)  //设置来回弹动的效果
  .attrTween('transform', function(){ //设置“transform”属性的渐变，原理同上面的arcTween方法
    var i = d3.interpolate(angleToDegree(oldAngle), angleToDegree(newAngle));  //取插值
    return function(t) {
      return 'rotate('+ i(t) +')'
    };
  })

I believe you have mastered the method after reading the case in this article. For more exciting information, please pay attention to other related articles on the php Chinese website!

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