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[back] | 3.31. Maeder's Owl |
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The Maeder's Owl [ 8 ] is represented by the following equations.
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x = v cos(u) - 0.5 v 2 cos(2 u) |
3-108 |
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y = -v sin(u) - 0.5 v 2 sin(2 u) |
3-109 |
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z = 4exp(1.5log(v))cos(3u/2)/3 |
3-110 |
To represent the area, the two parameters u and v can assume the following values (domain of definition), for example.
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u is an element from the set of numbers [0, 4 pi] |
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v is an element of the number set [0.001, 1] |
Maeder's Owl is a semi-open figure, so the domain of v can be changed in the plugin.
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