Power's circles

A generalization of Power's Archimedean circles

References: Explanation:
k : the ratio of the two black circles, 0<k<1
rA : radii of Archimedean circles (red circles).
Our results:
1. the radii of the pink circles (Generalized case) are 2(1-k)rA,
2. the radii of the green circles are (1-k)rA.
Power's Archimedean circles can be obtained when k=1/2.
Please scroll down and click the checkbox "Start,..." to start the applet.

Applet programmed by Masashi Hara.

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