1.2.13. mathematical surfaces (2)

BSL_GH_014_M (1)

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Date published: August 9, 2022

DESCRIPTION 

In mathematics, in the fields of differential geometry and algebraic geometry, the Enneper surface is a surface that can be described parametrically by:  

PROCEDURE 

x = (u*cos(v)-u^(2* a -1)/(2*a -1)*cos((2*a -1)*v))*10  
y = (-u*sin(v)-u^(2* a -1)/(2* a -1)*sin((2* a -1)*v))*10  
z = (2/ a *u^ a *cos(a *v))*10 

This exercise is using Grasshopper version 1.0.0007 

Software

Rhino 

Plugins

course files

Mathematical_Surfaces_2.zip

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