Resources
 

Math Software -> Graph Function (Graph Calculus) -> Creating 3D Surface

Function Grapher and Visual Calculus have the ability of creating 3D surface. The function of 3D surface can be in one of the following forms
z=f(x,y)
x=f1(u,v), y=f2(u,v),z=f3(u,v)
z=f(a,r)
a=f1(u,v), r=f2(u,v), z=f3(u,v)
r=f(a,b)
a=f1(u,v), b=f2(u,v), r=f3(u,v)

The following figure is a 3D surface of function a=v, r=5+cos(u), z=v+sin(u).

 

Related Topics

Cartesian coordinate 3D surface
Cylindrical coordinate 3D surface
Spherical coordinate 3D surface
Graph of partial derivative function
Tangent plane and normal line of 3D surface
3D surface by rotation
3D curve

                

Math Software -> Graph Function (Graph Calculus) -> Creating 3D Surface

 

 

Copyright © 2005-2013 GraphNow Software. All rights reserved.