relaxedvertices
Relaxed vertices is a term used in computer graphics and computational geometry to describe a process of adjusting the positions of vertices within a mesh or a set of points. The goal of relaxing vertices is typically to improve the quality of a mesh, reduce distortion, or achieve a more aesthetically pleasing or computationally efficient arrangement. This can involve moving vertices towards a more uniform distribution, smoothing out sharp features, or resolving intersecting geometry.
There are various algorithms and techniques employed for vertex relaxation. One common approach is Laplacian smoothing,
Applications of relaxed vertices are found in numerous areas. In finite element analysis, mesh quality is crucial