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Display different values at different angles in a circle using html5 canvas

Using HTML5 Canvas and Javascript I need to display different values (represented by a dot maybe) at different angles inside a circle.

Example data:
val 34% @ 0°,
val 54% @ 12°,
val 23% @ 70°,
and so on...

If I have a canvas 300 x 300px and the center of the circle is located at x: 150px and y: 150px with a radius of 150px, how would I calculate where to set my dot for the value 54% at 12 degrees?

My math is kinda terrible xD

I'd appreciate any kind of help and please ask questions if I do not make myself clear enough.

Thank you for listening and thank you in advance for you deep insights :D

EDIT (to explain in more detail):

Here is an image to illustrate what I am trying to accomplish: Illustration: values at different angles/degrees

I hope this makes my question a little more understandable.
(As you can see, not the same values as above)

Ty for your patience!

like image 942
Linus Jäderlund Avatar asked Sep 20 '12 12:09

Linus Jäderlund


2 Answers

You may use this to convert from polar (radius, angle) coordinates to cartesian ones :

// θ : angle in [0, 2π[
function polarToCartesian(r, θ) {
    return {x: r*Math.cos(θ), y: r*Math.sin(θ)};
}

For example, if you want to draw at 12°, you may compute the point like this :

var p = polarToCartesian(150, 12*2*Math.PI/360);
p.x += 150; p.y += 150;

EDIT : my polarToCartesian function takes radians as input, as many function in the Canvas API. If you're more used to degrees, you may need this :

 function degreesToRadians(a) {
     return Math.PI*a/180;
 }
like image 197
Denys Séguret Avatar answered Sep 30 '22 17:09

Denys Séguret


Here you go (demo)

var can = document.getElementById('mycanvas');
var ctx = can.getContext('2d');

var drawAngledLine = function(x, y, length, angle) {
    var radians = angle / 180 * Math.PI;
    var endX = x + length * Math.cos(radians);
    var endY = y - length * Math.sin(radians);

    ctx.beginPath();
    ctx.moveTo(x, y)
    ctx.lineTo(endX, endY);
    ctx.closePath();
    ctx.stroke();
}

var drawCircle = function(x, y, r) {
    ctx.beginPath();
    ctx.arc(x, y, r, 0, Math.PI*2, true);
    ctx.closePath();
    ctx.fill();
}

var drawDot = function(x, y, length, angle, value) {
    var radians = angle / 180 * Math.PI;
    var endX = x + length*value/100 * Math.cos(radians);
    var endY = y - length*value/100 * Math.sin(radians);
    drawCircle(endX, endY, 2);
}

var drawText = function(x, y, length, angle, value) {
    var radians = angle / 180 * Math.PI;
    var endX = x + length*value/100 * Math.cos(radians);
    var endY = y - length*value/100 * Math.sin(radians);
    console.debug(endX+","+endY);
    ctx.fillText(value+"%", endX+15, endY+5);
    ctx.stroke();
}

var visualizeData = function(x, y, length, angle, value) {

    ctx.strokeStyle = "#999";
    ctx.lineWidth = "1";
    drawAngledLine(x, y, length, angle);

    ctx.fillStyle = "#0a0";
    drawDot(x, y, length, angle, value);

    ctx.fillStyle = "#666";
    ctx.font = "bold 10px Arial";
    ctx.textAlign = "center";
    drawText(x, y, length, angle, value);
}

ctx.fillStyle = "#FFF0B3";
drawCircle(150, 150, 150);

visualizeData(150, 150, 150, 0, 34);
visualizeData(150, 150, 150, 12, 54);
visualizeData(150, 150, 150, 70, 23)

visualizeData(150, 150, 150, 120, 50);
visualizeData(150, 150, 150, -120, 80);
visualizeData(150, 150, 150, -45, 60);
like image 44
Mithun Sreedharan Avatar answered Sep 30 '22 18:09

Mithun Sreedharan