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WavesPrograms/11-2.html
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This work is licensed under CC BY-NC-ND 4.0
Link to license: http://creativecommons.org/licenses/by-nc-nd/4.0/
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<html>
<head>
<title>
Waves 11-2
</title>
<style>
html, body {
width: 100%;
height: 100%;
margin: 0px;
border: 0;
overflow: hidden;
display: block;
}
canvas {
position: absolute;
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</style>
</head>
<body>
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Your browser does not support the HTML5 canvas tag.</canvas>
<script>
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ctx.canvas.width = window.innerWidth;
ctx.canvas.height = window.innerHeight;
var l1 = 20;
var n1 = 3;
var n2 = 2;
var l2 = l1 * n1/n2;
var theta1 = .5;
var theta2 = Math.atan(n1 * Math.sin(theta1) / n2 / Math.sqrt(1 - (Math.pow(n1 * Math.sin(theta1) / n2 , 2))));
var clv = "#ff0000";
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var xPos = 0;
var yPos = -35;
var xPosA = 10;
var yPosA = -35;
var xPosB = -15;
var yPosB = -15;
var height = 75;
var ttheta1 = Math.tan(theta1);
var ttheta2 = Math.tan(theta2);
var d1 = height * ttheta1;
var d2 = height * ttheta2;
var l1c = l1 / Math.cos(theta1);
var l2c = l2 / Math.cos(theta2);
var vc = l1 / Math.sin(theta1);
var kx1 = 10 * Math.cos(theta1) * n1;
var ky1 = 10 * Math.sin(theta1) * n1;
var kx11 = kx1 - 3 * Math.cos(theta1 - Math.PI / 6);
var ky11 = ky1 - 3 * Math.sin(theta1 - Math.PI / 6);
var kx12 = kx1 - 3 * Math.cos(theta1 + Math.PI / 6);
var ky12 = ky1 - 3 * Math.sin(theta1 + Math.PI / 6);
var kx2 = 10 * Math.cos(theta2) * n2;
var ky2 = 10 * Math.sin(theta2) * n2;
var kx21 = kx2 - 3 * Math.cos(theta2 - Math.PI / 6);
var ky21 = ky2 - 3 * Math.sin(theta2 - Math.PI / 6);
var kx22 = kx2 - 3 * Math.cos(theta2 + Math.PI / 6);
var ky22 = ky2 - 3 * Math.sin(theta2 + Math.PI / 6);
var mmax = 30;
var m = 1;
var x1 = l1c * (mmax - m) / mmax;
var x = x1;
var xx = 0;
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ctx.scale(3, -3);
function Clear(ctx)
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x1 = l1c * (mmax - m) / mmax;
Draw();
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m = 1;
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setTimeout(Update, 1000/60)
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ctx.beginPath();
ctx.moveTo(xPos, yPos + height);
ctx.lineTo(xPos, yPos);
ctx.stroke();
x = x1;
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ctx.strokeStyle = cll
ctx.beginPath();
ctx.moveTo(xPos - x, yPos);
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ctx.stroke();
x += l1c;
thex1loopllp1();
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function outx1loopllp1()
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x -= l1c;
y = vc - x1 / ttheta1;
they1loopllp1();
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function they1loopllp1()
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outy1loopllp1();
return;
}
ctx.beginPath();
ctx.moveTo(xPos, yPos + y);
ctx.lineTo(xPos - d1, yPos + y + height);
ctx.stroke();
ctx.beginPath();
ctx.moveTo(xPos, yPos + y);
ctx.lineTo(xPos + d2, yPos + y - height);
ctx.stroke();
y += vc;
they1loopllp1();
}
function outy1loopllp1()
{
y -= vc;
xx = l2c - (height - y) * ttheta2;
thex2loopllp1();
}
function thex2loopllp1()
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outx2loopllp1();
return;
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ctx.beginPath();
ctx.moveTo(xx + xPos, yPos + height);
ctx.lineTo(xPos + xx + d2, yPos);
ctx.stroke();
xx += l2c;
thex2loopllp1();
}
function outx2loopllp1()
{
ctx.strokeStyle = clv;
ctx.beginPath();
ctx.moveTo(xPosA - 40, yPosA + 20);
ctx.lineTo(xPosA - 40 + kx1, yPosA + 20 + ky1);
ctx.stroke();
ctx.beginPath();
ctx.moveTo(xPosB + 20, yPosB + 20);
ctx.lineTo(xPosB + 20 + kx2, yPosB + 20 + ky2);
ctx.stroke();
ctx.beginPath();
ctx.moveTo(xPosA + kx1 - 40, yPosA + ky1 + 20);
ctx.lineTo(xPosA - 40 + kx11, yPosA + 20 + ky11);
ctx.stroke();
ctx.beginPath();
ctx.moveTo(xPosA + kx1 - 40, yPosA + ky1 + 20);
ctx.lineTo(xPosA - 40 + kx12, yPosA + 20 + ky12);
ctx.stroke();
ctx.beginPath();
ctx.moveTo(xPosB + kx2 + 20, yPosB + ky2 + 20);
ctx.lineTo(xPosB + 20 + kx21, yPosB + 20 + ky21);
ctx.stroke();
ctx.beginPath();
ctx.moveTo(xPosB + kx2 + 20, yPosB + ky2 + 20);
ctx.lineTo(xPosB + 20 + kx22, yPosB + 20 + ky22);
ctx.stroke();
ctx.clearRect(-c.width, -c.height, c.width * 2, (c.height + yPos));
ctx.clearRect(-c.width, yPos + height, c.width * 2, c.height * 2);
}
window.addEventListener('resize', function(event) {
c.width = window.innerWidth;
c.height = window.innerHeight;
ctx.translate(c.width / 2, c.height / 2);
ctx.scale(3, -3);
}, true);
Update();
</script>
</body>
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