canvas学习笔记,实用知识点总结(上)

本博客是本人日常学习笔记,作为重要知识点的总结记录,随笔风格可能更倾向于个人的学习习惯和方式,若对您有帮助十分荣幸,若存在问题欢迎互相学习探讨,前端小白一枚在此恭候。
一、基本使用规则
1.创建画布
2.创建绘图对象
3.开始位置 (画一条线当lineWidth特别大的时候起始点从这条线的左下角开始的)
4.结束位置
5开始画图
注意:canvas标签是不能在css中设置的,在标签上面设置width和height属性,值为不带px的数值;
栗子一:画一条直线
//1.画一条线
var c = document.querySelector("canvas”);//创建画布
var ctx = c.getContext("2d"); //获取绘图对象,一个画布对应一个绘图对象
ctx.moveTo(100,100);
ctx.lineTo(300, 100);
ctx.strokeStyle = "green”;//设置线的颜色
ctx.lineWidth = 5;//设置线的宽度
ctx.stroke();//绘制
栗子二:再画一条线
ctx.beginPath();//重置路径;
ctx.moveTo(100,100);
ctx.lineTo(300, 100);
//ctx.setLineDash([20,10]);//虚线参数解析:是一个数组,线的长度,空白部分
ctx.strokeStyle = "green”;//设置线的颜色
ctx.lineWidth = 5;//设置线的宽度
ctx.stroke();//绘制
需要注意的问题:如果不重置路径,第一条线也会被重新画一次这里的解决办法有两种;
问题解决:
1.只写一次ctx.stroke();
2.第二次画线前调用:ctx.beginPath();(这个栗子采用的这种方式)
栗子三:画大于号(知识点:线的连接方式与结束方式设置);
//连接方式(lineJoin用于设置连接处样式)
//线帽:lineCap用于设置线两端结束的方式
ctx.moveTo(100, 400);
ctx.lineTo(300, 500);
ctx.lineTo(100, 600);
ctx.strokeStyle = "red";
ctx.lineWidth = 10;
ctx.lineJoin = "miter"; //round(圆角)—bevel(平角)—miter(默认,尖角)
ctx.lineCap = "butt"; //round---square---butt(默认)
ctx.stroke();
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" alt="" />
栗子四:画一个三角形(知识点:闭合路径)
var c = document.querySelector("canvas");
var ctx = c.getContext("2d");
ctx.moveTo(100, 100);
ctx.lineTo(100, 300);
ctx.lineTo(400, 300);
//ctx.lineTo(100, 100);
ctx.closePath();//闭合路径,画回到原点
ctx.lineJoin = "miter";
ctx.strokeStyle = "green";
ctx.lineWidth = 10;
ctx.stroke();
栗子五:线型渐变
var c = document.querySelector("canvas");
var ctx = c.getContext("2d");
//创建渐变方案(lgd)
var lgd = ctx.createLinearGradient(100,100,500,100);//起始位置的横纵坐标,结束位置的横纵坐标
lgd.addColorStop(0,"red");//添加渐变颜色,参数解析:第一个参数:相当于百分比的进度(0~1),第二个参数:颜色
lgd.addColorStop(1,"green");
ctx.strokeStyle = lgd;//将渐变方案赋给strokeStyle
ctx.moveTo(100, 100); //毕竟是要画线还是要有起始点的
ctx.lineTo(500, 100);
ctx.lineWidth = 20;
ctx.stroke();
效果如下:
canvas学习笔记,实用知识点总结(上)
栗子六:径向渐变(知识点:给闭合图形进行填充样式,这里填充为景象渐变)
var c = document.querySelector("canvas");
var ctx = c.getContext("2d");
//创建渐变方案(lgd)
//参数解析:起始园的圆心横纵坐标及半径,结束园的圆心横纵坐标以及结束圆的半径
var rgd = ctx.createRadialGradient(100, 100, 50, 100, 100, 100);
//添加渐变颜色
rgd.addColorStop(0, "red”);
rgd.addColorStop(0.5, “yellow");
rgd.addColorStop(1, "green"); ctx.fillStyle = rgd;//设置填充样式
// ctx.rect(0, 0, 200, 200);//画矩形,开始横坐标、纵坐标、长、宽
ctx.arc(100,100, 100, 0, Math.PI*2);//画圆,参数:开始圆心横坐标、纵坐标、半径、开始弧度、结束弧度
// ctx.moveTo(100, 50);
// ctx.lineTo(300, 50);
// ctx.lineTo(300, 300);
// ctx.lineTo(100, 300);
// ctx.closePath();
ctx.fill();//填充

效果图如下:

canvas学习笔记,实用知识点总结(上)                   canvas学习笔记,实用知识点总结(上)

栗子七:非零环绕问题

var c = document.querySelector("canvas");
var ctx = c.getContext("2d");
//顺时针
ctx.moveTo(0,0);
ctx.lineTo(200,0);
ctx.lineTo(200,200);
ctx.lineTo(0,200);
ctx.lineTo(0,0);
//逆时针
ctx.moveTo(50,50);
ctx.lineTo(50,150);
ctx.lineTo(150,150);
ctx.lineTo(150,50);
ctx.lineTo(50,50);
ctx.fillStyle = "green";填充为绿色
ctx.fill();
效果如下:
canvas学习笔记,实用知识点总结(上)
栗子八:制作动画矩形(知识点:清理画布)
思路:每隔10毫秒清除画布,重新在新的位置画一个新的矩形;
var c = document.querySelector("canvas");
var ctx = c.getContext("2d");
var x = 0;//开始坐标
var step = 5;//每次移动步数
var i =1;//标记(设置矩形左右移动后再回来)
setInterval(function(){
//清理画布
ctx.clearRect(0, 0, c.width, c.height);
//绘制动画矩形
ctx.fillStyle = "green";
ctx.fillRect(x,100,100,200);//横、纵坐标,宽、高
ctx.stroke(); x += step * i;//控制横坐标
if (x >= c.width - 100) {
i = -1;
} else if(x <= 0) {
i = 1;
}
}, 10)
 
 效果为:矩形在画布上左右往返移动;
 
 
 
 
 
 
 
 
 
 
 
 
 
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