High quality meshes play a key role in many applications based on digital modeling and simulation. The finite element method is a paragon for such an approach and it is well known that quality meshes can significantly improve computational efficiency and solution accuracy of this method. Therefore, a lot of effort has been put in methods for improving mesh quality. These range from simple geometric approaches, like Laplacian smoothing, with a high computational efficiency but possible low result
A general mesh smoothing method for finite elements - ScienceDirect
Meshing, Geometric Modeling and Numerical Simulation, Volume 2: Metrics, Meshes and Mesh Adaptation (Geometric Modeling and Applications) [1 ed.] 1786301172, 9781786301178
Smoothing Algorithm for Planar and Surface Mesh Based on Element Geometric Deformation
a. Tri mesh before smoothing b. Tri mesh after smoothing Figures 4a and
THE GETME MESH SMOOTHING : THE GETME MESH SMOOTHING FRAMEWORK: A GEOMETRIC WAY TO QUALITY FINITE ELEMENT MESHES
The GETMe Mesh Smoothing Framework: A Geometric Way to Quality Finite Element Meshes (Bog, Hardback, Engelsk)
A general mesh smoothing method for finite elements - ScienceDirect
A general mesh smoothing method for finite elements - ScienceDirect
PDF) New Applications of the Verdict Library for Standardized Mesh Verification Pre, Post, and End-to-End Processing
PDF] Convergence properties of a geometric mesh smoothing algorithm
The GETMe Mesh Smoothing Framework A Geometric Way to Quality Finite Element Meshes - ebook (ePub) - Dimitris P. Vartziotis, Joachim Wipper - Achat ebook
Dr. Dimitris Vartziotis - Niki