112233

描述:当前是关于Echarts图表中的 柱状图 示例。
 
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IYG0hjoG2LrP72/v4+hwRGkEpa7QJuPJFrEHi5OTgYSYOQ50xTI7UmX1UGTAYgYRADRUgVRu2luA5pbGzB3fjPCFUHUN9QiGAqgZnqUsaVSIkegeFXQrXfGu9YgY0SXGavu9yeRkRX09gwgNZzGtWu30HW9Bzev9rDVATVDAV8CPIK9a+Ha1fxCACIRq6yJYFZLHdZsXIqONYsxp2mGJU5+y0wTOD6JRmq0khwPkFL3aYau6ZboMYbZuu7WzXvoPHkBJ498gjs3+jByP8WMgdeee7lF7AsBiGR/2owYA2jzzlXY9cw6LJg2GylaUEch6JOmFFNZ+FSF3hlCEBEEcGXwNva+dhwH3znNABq8F2e68A8KkFPENu96DM88vwFLmuYzcLQxVv6mCizSLwQWgXT+5qd47eWjOLj3QyZitCpJLkQ5EeN6qdRsfkp0kFNJE1CbdqzEX774BNa0LUSc5ma5qWVNOVBFQUIMPpy8eBn/9dIhHNp7uhDwMIaSnhhAjl2Nic7FyA/ihQwcOXA0vdi4vQPf+f5TBYAcIjZVjCn1HhHBPEA//dFbOLKvk007JNs6lrNiYwFUclfjgQDK5UBTBlqKXbd5Ob79j1uxpWMthhCHae/xP0xw6N0ivKhGDAc6T+Bn/7Qfxw+eRUU0ynwyBkIZMz9pgMZbUXT7QbzjmqrnAXr+b7+EtRuX2eAUe74PDygvA+nEkXN4+d/ezwNETqIV1lLaD/pCAaINu+XrWvAnf7UeG59sg89Py1beh84iXoemajjy9kW88p/HcPb4DbaB+QcFyBkzSCJGAC3paMWWr7Rh67PLmPcc9ovQIbp2QqeOR7RJKMFEWjWZV73/1XM48LuLON95nS1vkAX7gzHICRDNuklJN8+biTWb2rBx90LMbIpiRk0Mapll2KmCyQ8R9+7HcfdmEkfevIyThy+i67O7TElPHUAT3PbhQQuwVx55Jwkgiiij/ayl62Zi3bZFWNQ+mwGkPGRfKIAAA+jSR7dx/L1L+OT4Xba/RhFnboC4znEODts8nKp9sbEAos1GmnLMmB3Fpt2LsXprExbMbkASOsycM9hgqrgDiIIPUUi4crsHp/bfxOE3L+De7SSbYtDkc+oAcm37uPfm80GbdtgL66KdrUN+EEWf0ZwsEJbYvGvjl1vx7DdXfaEAvfqL0zjy+nU2P1Mzpj1JZRGmEHJ2gCfbi7cGqCjSTLRm9BQ/RDkek96bHw8gqpBAIm+aRG3tzhY8972lWL1iAVQxh6zwcDxqT06C3xRw6uMr2PPjT3DinRtMtKwZfB6JqQOIxyeWiu4oilEUCAzbm3Yk0nFrRuZ+1wvzsX5rK6QQKUtvPvZoqgSMxtwwDOhyBsf2X8feX3+K86dusdhEvobN6rKzkTwUfECRr7RDYzOJz9HcgeU5iu5IC6XjgwikzwMQheU1zpmO5esfwRN/1oI586ZjZqwCKZi04Twl+IjwIwIRd+MJ3PqsH4f+9wbOHvs9um/1PxyA0sNggeQ8/4tiFKlwoLgI5edf9p49GyBHwALNyUhZRytDqK4LYu2Ts7Htz9vQUlc7GiBDAry26E3yfw7Qjb4BvPc/F3Hi7dsY6ElBTqqWcnZF4PP0BWJOqQj8fJQr6SCKMDOEQpw0RZhNFUBOIEkfLV47E09+Yy5Wrm6Bv4KHyX2+7B+K/KGiJkycOXUDb//yKs4f787P3ksBMHUA2YzIhwHbuV9878opHxSrmGeUM+xFyIH7RS1t09G+aSYe29KMuSsqEfNGobBAqwcz+174EIAXcSOJqx+P4MMDXfjo8F3cuNjPFsZYAoytc5xpUQLtsdm6x9mH4oDyQt5GeQZNAiAmXjw8pgxAFVUh1DZEmKgtXfsI5s6fDrHChIQcdEe0BxNnOwidf7qVFX/GTIi4eOkWzh3uY+CQaCWG5fEBKqH9ilMSygDkTEXg78hHUThiFUtm9zj9IvvhfKRsjrKirQXzOYuqsGjVtDyTKr3WMgRFGxJQBFepQiEIBAyFKFAZMfQ8cy6dHsTNS4Ns14XE2Zku5XwXYw/LobXMvjuphb4rF2lfMhWBvcRex3Fas3LpT27FTQBxmaf9eTmVRbRKRH1TBRO3eR21mNMSgxQVEIrai/rB0ov5SsYCTk5q0JM53LoRx+UPhnDuxO/RdzONxLCGUMTD9uV5Llohqbd4K8kJUB5MHjRl59O6UxFGAeTM9uGJdKVyxDgoVFHeP+K5G47h40ku1AFf0MMsW2xaEK2LqzB73jTMWhhErCaA6ulh+ODNM4WYpcHAUH8a8fsK7lzO4PZng7h+YRjxwQyG+jLQMlkWIOFOgyooRjsWqQRz+G+c1ou+4xk/RbkalC+mpwQWSF4OIKZvSiS0FAHklhEK9eeNM01oqhW8IHpzqJsdQ0NrFC1LqlFRK7HNxWC0eMQzSZNtCiYGdNw4P4Se60n03Y7DNAT2DmcgFFvI4ymgrnaUY44ldrb42QwaEyC+L+5Mx3Rbs5JZP3aD8g2xxdO5B8UDr3jb/WERoXAAgaiAQMgOcQkVA6TKJkxFgJ5VoSRzkNMK1LRlOXlagbsO1mk7RtqdneQUKwscK+OQJdTZz/AzA3hCHcsXo5RMTRY66OgJZxo4vYSnTvK0KM4k3lFnI8ZLzXSeeGDoJB5WZ3mOmJuAeTADdgSIJMIr8UMDRp8A4U7FLAVQIR2zMBjOlExu1SSvD5m4gKZVxisCJfVqstBOR1NQ1rPzPA7SQ24W5ZWynfjrVt48Gq3cqQYMZJbga72Jtq/HKrS3brHGClUpV/h6OZ+lu9tlvaM4FdOdHu5O6m1dLe4tSgvnR1PkGWKDUGAS3SnksDob607DdufP899ONh3cDUjZszrsAFF3O/jzXKTy165kXgagPQBFaeHOszucefMMCkd6+EQPFsgzzHYeOSC8Y1MF0Kj32gCVYlghZ97SOaUOFnCyc1yA3Ke8lAKqkAtaWkR41D0tRI1VxjvTY7wjLMarx300BYHDfbWJHU2xe1unnNDZyQskYlwOua5wMol9ZzOjcLhJXiCLcBiv42Oi9gA3RwNZ0F1MfPipMI4Bc/bVWWXx2R1jAJQXF0fKsPtApfK6ZuwTqSYramWPprAb6T6mJ6/zXAwux5pxARoaGWR7W2RKx7IWTma52cUqsQ9ammrdU05Zu4F2n1TlPixqvL5RPUUM4kd00TllmmEdbsJNK28UmWLNlFnsX9nyx3iGWZnGUsAnnc/h7if/uSgE4DVjmL0u9bqw6fEdnbqebR9L7FUjjZGhJDJqBh5hnJynB9AfX/Qjfl/QU1kdZeeUlSqmaoXs1S1N7BG++t01PwKkVR4RKUH0lFzJysSNbFodymWUTFmvzlPiqEBn5SyGYAoLy/dzlKx9JCBvB78uVWUwEPRUT5vm9Xg8oxRlNptl7VSTWbN6TubD/wc40iJNjTZ9YAAAAABJRU5ErkJggg==',
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',
        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',
        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',
        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',
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',
        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'
      ]
const { xdata, ydata, questionList } = {
    questionList: [
        {name: '简答题', value:  [93, 55]},
        {name: '判断题', value:[32767, 29654]},
        {name: '单选题 ', value: [57464, 42125]},
        {name: '多选题', value:  [30019, 26680]},
        {name: '填空题', value: [401, 368]},
    ],
    xdata: [
        '民警线上课程学习演示课程',
        '理想信念与警察职业素养',
        '移民管理工作(边境管理)',
        '移民管理工作(边防检查)',
        '管理员基础数据添加操作',
    ],
    ydata: [59, 90, 73, 89, 91],
};
let ydatamax = [];
for (var i = 0; i < ydata.length; i++) {
    ydatamax.push(100);
}

option = {
    backgroundColor:'blurScope',
    title: {
        show: false,
    },
    tooltip: {
        trigger: 'item',
        formatter: function (a) {
            return a.name;
        },
    },
    grid: {
        borderWidth: 0,
        top: '5',
        left: '30%',
        right: '8%',
        bottom: '3%',
    },
    // color: color,
    yAxis: [
        {
            inverse: true,
            type: 'category',
            axisTick: {
                show: false,
            },
            axisLine: {
                show: false,
            },
            axisLabel: {
                show: true,
                inside: false,
                rich: {
                    img1: {
                        backgroundColor: {
                            image: imgList[0],
                        },
                        width: 62,
                        height: 62,
                        align: 'center',
                    },
                    img2: {
                        backgroundColor: {
                            image: imgList[1],
                        },
                        width: 62,
                        height: 62,
                        align: 'center',
                    },
                    img3: {
                        backgroundColor: {
                            image: imgList[2],
                        },
                        width: 62,
                        height: 62,
                        align: 'center',
                    },
                    img4: {
                        backgroundColor: {
                            image: imgList[3],
                        },
                        width: 62,
                        height: 62,
                        align: 'center',
                    },
                    img5: {
                        backgroundColor: {
                            image: imgList[4],
                        },
                        width: 62,
                        height: 62,
                        align: 'center',
                    },
                },
                formatter: function (params, index) {
                    let str = 'img' + (index + 1);
                    let name=xdata[index]
                    return `{${str}|}${name}`;
                },
            },
            data: xdata,
        },
    ],
    xAxis: {
        type: 'value',

        axisTick: {
            show: false,
        },
        axisLine: {
            show: false,
        },
        splitLine: {
            show: false,
        },
        axisLabel: {
            show: false,
        },
    },

    series: [
        {
            name: '',
            type: 'bar',
            zlevel: 2,
            barWidth: 8,
            itemStyle: {
                normal: {
                    barBorderRadius: 2,
                    color: new echarts.graphic.LinearGradient(1, 0, 0, 0, [
                        {
                            offset: 0,
                            color: '#16C8FB',
                        },
                        {
                            offset: 1,
                            color: '#0958D2',
                        },
                    ]),
                },
            },
            data: ydata,
            // animationDuration: 1500,
            label: {
                normal: {
                    color: '#555',
                    show: true,
                    position: [0, -26],
                    textStyle: {
                        fontSize: 16,
                        color: '#fff',
                    },
                    rich: {
                        a: {
                            color: '#0084FF',
                            fontSize: 16,
                        },
                        b: {
                            color: '#FFCF29',
                            fontSize: 16,
                        },
                    },
                    formatter: function (a, b) {
                        let str = '';
                        xdata.forEach((item, i) => {
                            if (item == a.name) {
                                str = `${questionList[i].name} {a|${questionList[i].value[0]}} 道  未做题数量 {b|${questionList[i].value[1]}} 道`;
                            }
                        });
                        return str;
                    },
                },
            },
        },
        {
            // 背景
            type: 'bar',
            barGap: '-100%',
            barWidth: 8,
            top: -8,
            itemStyle: {
                normal: {
                    color: '#fff',
                },
            },
            label: {
                normal: {
                    color: '#555',
                    show: true,
                    position: 'right',
                    textStyle: {
                        fontSize: 16,
                        color: '#fff',
                    },
                    formatter: function (a) {
                        return ydata[a.dataIndex] + '%';
                    },
                },
            },
            data: ydatamax,
        },
    ],
    // animationEasing: 'cubicOut'
};