Bour Minimal SurfaceAttributed to Edmond BourEquations by Roger Bagula Graphics by Paul Bourke February 2003
y = rn-1 sin((n-1) t)/(2 (n-1)) + rn+1 sin((n+1) t)/(2 (n+1)) z = rn cos(n t) / n 0 <= r, 0 <= v <= 2 pi
n = 3 
n = 4 
n = 5 
n = 6 
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Bour Minimal SurfaceAttributed to Edmond BourEquations by Roger Bagula Graphics by Paul Bourke February 2003
y = rn-1 sin((n-1) t)/(2 (n-1)) + rn+1 sin((n+1) t)/(2 (n+1)) z = rn cos(n t) / n 0 <= r, 0 <= v <= 2 pi
n = 3
n = 4
n = 5
n = 6
|