渐变仪表盘

描述:当前是关于Echarts图表中的 仪表盘 示例。
 
            
    var val = 75;
    var value = val / 100;
    var startAngle = 180;
    var endAngle = 0;
    var splitCount = 40; // 刻度数量
    var fontSize = 30;
    var pointerAngle = (startAngle - endAngle) * (1 - value) + endAngle;
    var img = `data:image/png;base64,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`;
    //  <img src="./assets/imgs/index/ybp.png" id="bg_img" style="display:none;"/>
option = {
        tooltip: {
          show: true, // 是否显示提示框,默认为true
          // trigger: "item", // 数据项图形触发
          // axisPointer: {
          //   // 指示样式
          //   type: "shadow",
          //   axis: "auto",
          // },
          // padding: 5,
          // textStyle: {
          //   // 提示框内容的样式
          //   color: "#fff",
          // },
          // formatter: function (params) {
          //   return (
          //     '<span style="color: #fff;">超标数'+ getvalue/100 * _that.sxt.sum + "个</span>"
          //   );
          // },
        },
        // polar: {
        //   center: ["50%", "50%"],
        //   radius: "170%", //图形大小
        // },
          series: [
          { // 值外
            type: 'gauge',
            radius: '95%',
            startAngle: pointerAngle,
            endAngle: endAngle,
            splitNumber: 1,
            axisLine: {
              show: false,
              lineStyle: {
                width: 3,
                opacity: 0
              }
            },
            title: { show: false },
            detail: {
                color: '#343d3c',
                fontSize,
                offsetCenter: [0, 0],
                formatter:`${val}%`
            },
            splitLine: { show: false },
            axisTick: {
              length: 20,
              splitNumber: Math.ceil((1 - value) * splitCount),
              lineStyle: {
                color: '#dbdbdb',
                width: 3
              }
            },
            axisLabel: { show: false },
            pointer: { show: false },
            itemStyle: {},
            markPoint: {
              animation: true,
              silent: false,
              data: [
                {
                  symbolSize: 280,
                  itemStyle: {
                    borderWidth: 3,
                  }
                },
                {
                  symbol: 'circle',
                  symbolSize: 200
                }
              ]
            },
            data: [
              {
                value: value,
                name: 'test gauge'
              }
            ]
          },
          { // 值内
            type: 'gauge',
            radius: '95%',
            startAngle: startAngle,
            endAngle: pointerAngle,
            splitNumber: 1,
            axisLine: {
              show: false,
              lineStyle: {
                width: 3,
                opacity: 0
              }
            },
            tooltip: {
              show: true,
            },
            title: { show: false },
            detail: { show: false },
            splitLine: { show: false },
            axisTick: {
              length: 20,
              splitNumber: Math.ceil(value * splitCount),
              lineStyle: {
                color: {
                //   image: document.getElementById('bg_img'),
                //   repeat: 'no-repeat'
                  image: img,
                },
                // color: "#ec5cdb",
                width: 3
              }
            },
            axisLabel: { show: false },
            pointer: { show: false },
            itemStyle: {},
            data: [
              {
                value: value,
                name: 'test gauge'
              }
            ]
          }
          ]
        
};