横向柱状图自定义图片echarts pictorialBar配置项内容和展示
配置项如下
var data = {
"yaxis": [
"河北省",
"山东省",
"湖北省",
"河南省",
"四川省",
"甘肃省"
],
"wkksl": [{
"name": "尾矿库数量",
"value": 300
},
{
"name": "尾矿库数量",
"value": 280
},
{
"name": "尾矿库数量",
"value": 240
},
{
"name": "尾矿库数量",
"value": 230
},
{
"name": "尾矿库数量",
"value": 210
},
{
"name": "尾矿库数量",
"value": 180
}
],
"tdksl": [{
"name": "头顶库数量",
"value": 300
},
{
"name": "头顶库数量",
"value": 280
},
{
"name": "头顶库数量",
"value": 240
},
{
"name": "头顶库数量",
"value": 230
},
{
"name": "头顶库数量",
"value": 210
},
{
"name": "头顶库数量",
"value": 180
}
]
}
var yaxis = data.yaxis;
var xaxisLabelColor = '#7c7c7c';
var wkkslData = data.wkksl;
var wkkslName = wkkslData[0].name;
var tdkslData = data.tdksl;
var tdkslName = tdkslData[0].name;
var option = {
backgroundColor:'#000',
legend: {
data: [wkkslName, tdkslName],
top: 0,
right: 10,
itemGap: 18,
itemWidth: 16,
itemHeight: 8,
textStyle: {
color: '#9CC2D2'
},
},
grid: [{
show: false,
left: 15,
top: 43,
bottom: 38,
containLabel: true,
width: '40%'
},
{
show: false,
left: '52.5%',
top: 63.5,
bottom: 41,
width: '0%'
},
{
show: false,
right: '14',
top: 43,
bottom: 38,
containLabel: true,
width: '40%'
}
],
xAxis: [{
splitNumber: 4,
type: 'value',
inverse: true,
axisLine: {
show: false,
},
axisTick: {
show: false,
},
position: 'top',
// offset: -10,
axisLabel: {
show: true,
textStyle: {
color: xaxisLabelColor,
fontSize: 14
},
},
splitLine: {
show: false
}
},
{
gridIndex: 1,
show: false,
},
{
gridIndex: 2,
splitNumber: 4,
type: 'value',
axisLine: {
show: false,
},
axisTick: {
show: false,
},
position: 'top',
// offset: -10,
axisLabel: {
show: true,
textStyle: {
color: xaxisLabelColor,
fontSize: 14,
},
},
splitLine: {
show: false
},
},
],
yAxis: [{
type: 'category',
inverse: true,
position: 'right',
axisLine: {
show: false,
},
axisTick: {
show: false
},
axisLabel: {
show: false,
},
data: [],
},
{
gridIndex: 1,
type: 'category',
inverse: true,
position: 'left',
axisLine: {
show: false
},
axisTick: {
show: false
},
axisLabel: {
show: true,
align: 'center',
color: '#a1d6d5'
},
data: yaxis,
},
{
gridIndex: 2,
type: 'category',
inverse: true,
position: 'left',
axisLine: {
show: false
},
axisTick: {
show: false
},
axisLabel: {
show: false,
},
data: [],
},
],
series: [{
name: wkkslName,
type: 'pictorialBar',
// barWidth: '10',
symbol: 'image://data:data:image/png;base64,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',
xAxisIndex: 2,
yAxisIndex: 2,
barCategoryGap: 5,
barGap: 5,
data: tdkslData
}
]
};
截图如下
