Let $S$ be an abstract euclidean polyhedral surface. By this, I mean a orientable compact 2D topological surface obtained by gluing together some (convex) euclidean polygons (arbitrary genus).
Question: are there softwares to draw $S$ in the 3D euclidean space $\mathbb E^3$?
Formulated this way, my question is certainly too vague. What I mean by drawing $S$ in $\mathbb E^3$ is not determined. A PL isometric immersion $S\rightarrow \mathbb E^3$ would be great. But anything else leading to nice pictures would be appreciated too...
Thanks in advance!