Given two right circular cylinders $C_0$ and $C_1$ represented by their axis endpoints $P_{00}$, $P_{01}$, $P_{10}$, $P_{11}$ and radii $r_0$, $r_1$. All the parameters are finite. How to calculate the minimum distance between them?
2026-03-31 03:28:05.1774927685
Minimum distance between two finite right circular cylinders
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