Surface Plotter December 28, 2025
Explore 3D parametric surfaces defined by ( x , y , z ) = ( f x ( u , v ) , f y ( u , v ) , f z ( u , v ) ) (x, y, z) = (f_x(u,v), f_y(u,v), f_z(u,v)) ( x , y , z ) = ( f x ( u , v ) , f y ( u , v ) , f z ( u , v ))
Möbius band Torus Sphere Klein bottle Seashell Wave plane Helicoid Catenoid Enneper Dini Breather Boy's surface Trefoil knot Umbilic torus Cross-cap Kuen Roman surface Figure-8 Klein Sine surface Astroidal sphere Whitney umbrella Monkey saddle Bohemian dome ⊞ all surfaces Möbius band ( x , y , z ) = ( cos u + v cos u 2 cos u , sin u + v cos u 2 sin u , v sin u 2 ) (x,y,z) = \bigl(\cos u + v\cos\tfrac{u}{2}\cos u,\ \sin u + v\cos\tfrac{u}{2}\sin u,\ v\sin\tfrac{u}{2}\bigr) ( x , y , z ) = ( cos u + v cos 2 u cos u , sin u + v cos 2 u sin u , v sin 2 u ) Shape Appearance Advanced Reset view Copy link to this surface Juan Pablo Romero Méndez
Exploring type theory, functional programming, math visualization, and proof assistants
@1jpablo1