I've just written an Interactive Hypotrochoid program to play with here:
http://www.dareinteractive.com/hypo/index.html
Looks like this:
/**
Dare 2012 Interactive Hypotrochoids,
move mouse around to experiment with the
parameters of this equation, press mouse to re-set.
very much derived from Archim v2.1
code here:
http://www.archimy.com/examples/2d-ellipse.html
**/
//z must be zero
float z = 0.0;
//t-parameter
float tmin = 0.0;
float tmax = 3.0*PI;//6.0*PI;
float tgrid =120.0;//400.0;
//Constant
float a;// = 5.0;
float b;// = 3.0;
float d;// = 5.0;
float k, m;
void setup() {
size(600, 600);
background(0);
}
void draw() {
translate(width/2, height/2);
tmin++;
tmax++;
a = mouseX%width/3;
d = mouseX%height/3;
b = d/6;
k = a - b;
m = (a - b) / b;
//Calculations
float x = k * cos(tmin) + d * cos(m * tmin);
float y = k * sin(tmax) - d * sin(m * tmax);
noStroke();
fill(120+mouseY%255, mouseY%255, 120+mouseX%255, 220);
ellipse(x, y, 5, 5);
}
void mousePressed() {
setup();
}
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