Created
March 13, 2019 14:23
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Tree : fractal
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<!DOCTYPE html> | |
<html> | |
<head> | |
<meta charset="UTF-8" /> | |
<title>Tree</title> | |
</head> | |
<body> | |
<canvas id="canvas" width="465" height="465"></canvas> | |
</body> | |
</html> |
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var ctx; | |
var graph; | |
var toRadian; | |
var step; | |
$(document).ready(init); | |
function init(){ | |
toRadian= Math.PI/180.0; | |
step=0.0; | |
var canvas = document.getElementById('canvas'); | |
ctx=canvas.getContext('2d'); | |
var timer = setInterval(update, 100) | |
}; | |
function update(){ | |
ctx.clearRect(0, 0, 465, 465); | |
ctx.beginPath(); | |
creatTree(ctx, 232, 465, 90, 180, 5); | |
creatTree(ctx, 232, 465, 45, 100, 4); | |
creatTree(ctx, 232, 465, 135, 100, 4); | |
step += (Math.PI/80.0) % Math.PI; | |
} | |
function creatTree(cx,px,py,angle,len,n){ | |
if(n>0){ | |
angle += 3 * Math.cos(step) - 2; | |
var x1 = px+0.1*len*Math.cos(angle * toRadian); | |
var y1 = py-0.1*len*Math.sin(angle * toRadian); | |
var x2 = px+len*Math.cos(angle * toRadian); | |
var y2 = py-len*Math.sin(angle * toRadian); | |
drawLine(cx,n-1,px,py,x2,y2); | |
var a_l = angle + 30; | |
var a_r = angle - 30; | |
len = len * 2/3; | |
creatTree(cx, x2, y2, angle - 3 * Math.sin(step), len, n-1); | |
creatTree(cx, x1, y1, a_l, len*2/3, n-1); | |
creatTree(cx, x1, y1, a_r, len*2/3, n-1); | |
creatTree(cx, x2, y2, a_l, len*2/3, n-1); | |
creatTree(cx, x2, y2, a_r, len*2/3, n-1); | |
} | |
}; | |
function drawLine(cx,n,x1,y1,x2,y2){ | |
cx.lineWidth=n; | |
cx.strokeStyle="rgb(0,102,0)"; | |
ctx.beginPath(); | |
cx.moveTo(x1,y1); | |
cx.lineTo(x2,y2); | |
ctx.stroke(); | |
}; |
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<script src="https://cdnjs.cloudflare.com/ajax/libs/jquery/3.3.1/jquery.min.js"></script> |
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