I want to get a simple solution to calculate the angle of a line (like a pointer of a clock).
I have 2 points:
cX, cY - the center of the line.
eX, e
If you're using canvas, you'll notice (if you haven't already) that canvas uses clockwise rotation(MDN) and y axis is flipped. To get consistent results, you need to tweak your angle function.
From time to time, I need to write this function and each time I need to look it up, because I never get to the bottom of the calculation.
While the suggested solutions work, they don't take the canvas coordinate system into consideration. Examine the following demo:
Calculate angle from points - JSFiddle
function angle(originX, originY, targetX, targetY) {
var dx = originX - targetX;
var dy = originY - targetY;
// var theta = Math.atan2(dy, dx); // [0, Ⲡ] then [-Ⲡ, 0]; clockwise; 0° = west
// theta *= 180 / Math.PI; // [0, 180] then [-180, 0]; clockwise; 0° = west
// if (theta < 0) theta += 360; // [0, 360]; clockwise; 0° = west
// var theta = Math.atan2(-dy, dx); // [0, Ⲡ] then [-Ⲡ, 0]; anticlockwise; 0° = west
// theta *= 180 / Math.PI; // [0, 180] then [-180, 0]; anticlockwise; 0° = west
// if (theta < 0) theta += 360; // [0, 360]; anticlockwise; 0° = west
// var theta = Math.atan2(dy, -dx); // [0, Ⲡ] then [-Ⲡ, 0]; anticlockwise; 0° = east
// theta *= 180 / Math.PI; // [0, 180] then [-180, 0]; anticlockwise; 0° = east
// if (theta < 0) theta += 360; // [0, 360]; anticlockwise; 0° = east
var theta = Math.atan2(-dy, -dx); // [0, Ⲡ] then [-Ⲡ, 0]; clockwise; 0° = east
theta *= 180 / Math.PI; // [0, 180] then [-180, 0]; clockwise; 0° = east
if (theta < 0) theta += 360; // [0, 360]; clockwise; 0° = east
return theta;
}