Geometrical forms with minimal surfaces represented as sculptures. A minimal surface is one where the mean curvature is equal to zero - the principal radii of curvature are opposite of one another at all the points. They occur naturally – the most famous example being soap bubbles caught between two rings – but also as biological structures. Computer generated image. | |
Licence : | Libre de droits |
Crédit: | Science Photo Library / Brook, Robert |
Model Release : | Non requis |
Property Release : | Non requis |
Restrictions : | - |