<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta http-equiv="Content-Type" content="text/html; charset=utf-8" />
<title>无标题文档</title>
</head> <body>
<canvas id = "Mycanvas" width="300" height="300" style="border:2px solid red;"></canvas>
<script type="text/jscript">
var canvas = document.getElementById("Mycanvas");
var context = canvas.getContext("2d");
var x = 100;
var y = 100;
var a = 50;
var b = 30
//选择a、b中的较大者作为arc方法的半径参数
var r = (a > b) ? a : b;
var ratioX = a / r; //横轴缩放比率
var ratioY = b / r; //纵轴缩放比率
context.scale(ratioX, ratioY); //进行缩放(均匀压缩)
context.beginPath();
//从椭圆的左端点开始逆时针绘制
context.arc(x , y , r, 0, 2 * Math.PI);
context.fillStyle="#E2C1A7";
context.fill();
context.stroke();
</script>
</body>
</html>

效果图:

aaarticlea/png;base64,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" alt="" />

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