vue项目,基于knova插件分解N阶贝塞尔曲线,用于线条轨迹展示
背景,基于一张商场的楼层平面图,画出客户的动线轨迹,效果如下对于上述图片的效果,网上搜集看了一些文章,没有特别能借鉴的。想到之前自学过一个canvas框架(knova),于是就上面找找有没有相关例子,还是找到了一个类似的,????示例地址:https://konvajs.org/docs/sandbox/Modify_Curves_with_Anchor_Points.html一个二阶和三阶贝塞尔
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- 背景,基于一张商场的楼层平面图,画出客户的动线轨迹,效果如下
- 对于上述图片的效果,网上搜集看了一些文章,没有特别能借鉴的。想到之前自学过一个canvas框架(knova),于是就上面找找有没有相关例子,还是找到了一个类似的,😊
示例地址:Modify Curves with Anchor Points | Konva - JavaScript 2d canvas library 一个二阶和三阶贝塞尔曲线的例子。不过示例代码都是原生js,代码还需转换成es6代码
- 说下思路,刚看完例子,给我感觉是基本成了。不过之后发现高阶贝塞尔曲线并不同于二阶和三阶。canvas和knova都没有高阶的现有方法,所以后续实现需要自己想办法。网上
搜了一些高阶杯赛尔曲线,都很发杂,引用难度比较高还是放弃了。不过也是找到了一些思路。就是将高阶拆分成多个三阶来实现高阶的效果。最终的设计思路是:2点之间,插入等
分的n个点,将初始的2个点分成n+1段,也就是n+1条三阶贝塞尔曲线。这里会存在中间点位被2条曲线共用问题,后续也是很好的解决了。
- 上代码:演示地址
演示代码是CDN引入,有个问题就是layer下只有第一个子组件会生效,没找到原因,感觉是bug,但是再vue项目install就没有这个问题,找到的希望留个言学习一下。
安装插件
npm install vue-konva konva --save //Getting started with vue and canvas via Konva | Konva - JavaScript 2d canvas library Vue.use(VueKonva) |
下面是vue项目代码,演示地址
<template>
<div class="canvasBox">
<!-- 创建一个stage-->
<v-stage ref="stage" :config="{width: 1000, height: 600}">
<v-layer ref="layer">
<!-- 自定义形状 -->
<v-shape v-for="(el,index) in shapes" :config="el" :key="index + 'shape'"/>
<v-line v-for="(item,index) in lines" :config="item" :key="index + 'line'"/>
<v-circle @dragmove="dragmove(el)" @mouseout="mouseout(el)" @mouseover="mouseover(el)" v-for="(el,index) in anchors" :config="el" :key="index+ 'circle'" />
</v-layer>
</v-stage>
</div>
</template>
<script>
export default {
name: "konva",
data() {
return {
anchors: [],
shapes: [],
points:[],
lines: [],
stageSize: {
width: 1000,
height: 600
}
}
},
created(){
this.creatPoint_n({endId:"22",startId:"44",linePoints:[[50,400],[800,400]]},5)
},
methods: {
dragmove(el){
this.updateDottedLines({endId:"22",startId:"44"},true);
},
mouseover(el){
document.body.style.cursor = 'pointer';
el.strokeWidth = 4;
},
mouseout(el){
document.body.style.cursor = 'default';
el.strokeWidth = 2;
},
//根据入口,出口点位创建n个等间距的点位
creatPoint_n(line,num){
let start = line.linePoints[0];
let end = line.linePoints[1];
const pointNum = num;
if(!num){num = 2}
let range_row = parseInt((end[0] - start[0])/(num-1));
let range_col = parseInt((end[1] - start[1])/(num-1));
while (num > 2) {
num--;
let newPoint = [start[0] + range_row*(pointNum - num),start[1] + range_col*(pointNum - num)];
line.linePoints.splice(line.linePoints.length - 1,0,newPoint);
}
//生成每段的辅助点位
this.createAuxiliaryPoint(line)
},
createAuxiliaryPoint(line){
let startId = line.startId+ "" + line.endId;
let _this = this,lines = [];
for (let i=0;i<line.linePoints.length-1;i++){
let point = line.linePoints[i];
let point_next = line.linePoints[i+1];
let center = [(point[0] + point_next[0])/2,(point[1] + point_next[1])/2];
//生成点位
if(i === 0){
this.buildAnchor(point[0],point[1],"Build"+i+"anchor" + startId,startId);
}
if(i === line.linePoints.length-2){
this.buildAnchor(point_next[0],point_next[1],"Build"+i+"anchor_end"+ startId,startId);
}else{
this.buildAnchorMerge(point_next[0],point_next[1],"Build"+i+"anchor_end"+ startId,startId);
}
this.buildControl(center[0]-20,center[1]-30,"Point"+i+"anchor1"+ startId,startId);
this.buildControl(center[0]+20,center[1] + 30,"Point"+i+"anchor2"+ startId,startId);
//画贝塞尔曲线
this.shapes.push({
stroke: 'red',
strokeWidth: 2,
lineId:startId,
sceneFunc: (ctx, shape) => {
let layer = _this.$refs.layer.getNode();
ctx.beginPath();
if(i === 0){
ctx.moveTo(layer.findOne("#Build"+i+"anchor"+ startId).x(), layer.findOne("#Build"+i+"anchor"+ startId).y());
}else{
ctx.moveTo(layer.findOne("#Build"+(i-1)+"anchor_end"+ startId).x(), layer.findOne("#Build"+(i-1)+"anchor_end"+ startId).y());
}
ctx.bezierCurveTo(
layer.findOne("#Point"+i+"anchor1"+ startId).x(),
layer.findOne("#Point"+i+"anchor1"+ startId).y(),
layer.findOne("#Point"+i+"anchor2"+ startId).x(),
layer.findOne("#Point"+i+"anchor2"+ startId).y(),
layer.findOne("#Build"+i+"anchor_end"+ startId).x(),
layer.findOne("#Build"+i+"anchor_end"+ startId).y(),
);
ctx.fillStrokeShape(shape);
}
});
//创建辅助线
this.lines.push({
dash: [10, 10, 0, 10],
strokeWidth: 2,
stroke: '#2973FF',
lineCap: 'round',
id: 'PointLine' + i + "" + startId,
lineId:startId,
points: [0, 0],
});
}
this.$nextTick(()=>{
this.updateDottedLines(line)
})
},
updateDottedLines(line,flag){
let startId = line.startId+ "" + line.endId;
let layer = this.$refs.layer.getNode();
let startIndex = -1;
this.lines.map((item,i) => {
if( startIndex === -1){startIndex = i}
let bezierLinePath = layer.findOne("#" + item.id);
let start = [];
let index = i-startIndex;
if(index === 0){
start.push(layer.findOne("#Build"+ index +"anchor"+ startId).x());
start.push(layer.findOne("#Build"+ index +"anchor"+ startId).y())
}else{
start.push(layer.findOne("#Build"+ (index-1) +"anchor_end"+ startId).x());
start.push(layer.findOne("#Build"+ (index-1) +"anchor_end"+ startId).y())
}
let point = [
start[0],start[1],
layer.findOne("#Point"+index+"anchor1"+ startId).x(),
layer.findOne("#Point"+index+"anchor1"+ startId).y(),
layer.findOne("#Point"+index+"anchor2"+ startId).x(),
layer.findOne("#Point"+index+"anchor2"+ startId).y(),
layer.findOne("#Build"+index+"anchor_end"+ startId).x(),
layer.findOne("#Build"+index+"anchor_end"+ startId).y(),
];
bezierLinePath.points(point);
});
},
//创建轨迹出入口的点
buildAnchor(x, y,id,lineId) {
this.anchors.push({
x: x,
y: y,
id:id,
lineId:lineId,
radius: 5,
stroke: '#b5d4ff',
fill: '#388aff',
strokeWidth: 0,
draggable: true,
});
},
//创建合并的点,即中间共用点位
buildAnchorMerge(x, y,id,lineId) {
this.anchors.push({
x: x,
y: y,
id:id,
lineId:lineId,
radius: 5,
stroke: 'green',
fill: 'green',
strokeWidth: 2,
draggable: true,
});
},
//创建贝塞尔曲线辅助移动点位
buildControl(x, y,id,lineId) {
this.anchors.push({
x: x,
y: y,
id:id,
lineId:lineId,
radius: 5,
stroke: '#2973FF',
fill: '#2973FF',
strokeWidth: 2,
draggable: true,
});
},
}
}
</script>
<style scoped>
html,body{
width: 100%;
height: 100%;
}
.canvasBox {
width: 1000px;
height: 600px;
margin: 0 auto;
border: 1px solid #ccc;
background-size: 100% 100%;
position: relative;
background-image: url("data:image/jpg;base64,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");
}
</style>
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