A variable diffusion method for mesh smoothing
Joakim Hermansson, Peter Hansbo
Abstract
Joakim Hermansson, Peter Hansbo
Abstract
Abstract In this note we suggest a new approach to mesh smoothing, based on a combination of Laplacian smoothing and Winslow's method. Using our approach, we can avoid mesh folding and maintain/produce element stretch. We also make a comparison with a method due to Giuliani and show that the latter method cannot ensure that folding is avoided. Copyright © 2003 John Wiley & Sons, Ltd.
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Abstract In this note we suggest a new approach to mesh smoothing, based on a combination of Laplacian smoothing and Winslow's method. Using our approach, we can avoid mesh folding and maintain/produce element stretch. We also make a comparison with a method due to Giuliani and show that the latter method cannot ensure that folding is avoided. Copyright © 2003 John Wiley & Sons, Ltd.
Key concepts: Laplacian smoothing, Smoothing, Folding (DSP implementation), Laplace operator, Variable (mathematics), Computer science, Algorithm, Diffusion