Minimal surface
One minimal surface is, in , one having one average curve null.
Examples
Some examples of minimal surfaces:
- catenoid
- gyroïde
- helicoid
- surface of Bour
- surface of Catalan
- surface of Costa
- surface of Enneper
- surface of Hennerberg
- surface of Hoffman
- surfaces of Scherk
- trinoïde
, which has a not-null constant average curve, is not a minimal surface with the mathematical direction of the term.
See too
