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A Spirograph is formed by rolling a circle inside or outside of another
circle. The pen is placed at any point on the rolling circle.
If the radius of fixed circle is R, the radius of
moving circle is r, and the offset of the pen point in the
moving circle is O, then the equation of the resulting
curve is defined by:
Here is how you can use the controls in this Spirograph applet:
Embed following HTML code in your page. That's all you have to do and you'll
have Spirographs on your homepage!
What is a Spirograph?
x = (R+r)*cos(t) - (r+O)*cos(((R+r)/r)*t)
y = (R+r)*sin(t) - (r+O)*sin(((R+r)/r)*t)
How to use this applet?
How to put this applet on your homepage?
<APPLET CODEBASE="http://www.wordsmith.org/~anu/java/" CODE="Spiro.class" width=500 height=300>
<PARAM NAME="R" VALUE="20">
<PARAM NAME="smallr" VALUE="5">
<PARAM NAME="O" VALUE="70">
<PARAM NAME="redBits" VALUE="242">
<PARAM NAME="greenBits" VALUE="255">
<PARAM NAME="blueBits" VALUE="139">
<PARAM NAME="I" VALUE="400">
<APPLET>
Anu Garg