An Adaptive Savitsky-Golay Filter for Smoothing Finite Element Computation

11/02/2019

∙

The smoothing technique of Savitzky and Golay is extended to data defined on multidimensional meshes. A smoothness-increasing accuracy-conserving (SIAC) filter is defined that is suitable for use with finite-element computation.

READ FULL TEXT

An Adaptive Savitsky-Golay Filter for Smoothing Finite Element Computation

Finite element grad grad complexes and elasticity complexes on cuboid meshes

Preconditioning for finite element methods with strain smoothing

Approximation of noisy data using multivariate splines and finite element methods

Quadrature for Implicitly-defined Finite Element Functions on Curvilinear Polygons

Evaluating the Quality of Finite Element Meshes with Machine Learning

Open-Full-Jaw: An open-access dataset and pipeline for finite element models of human jaw

Convex Optimization-Based Structure-Preserving Filter For Multidimensional Finite Element Simulations

An Adaptive Savitsky-Golay Filter for Smoothing Finite Element Computation

Related Research

Finite element grad grad complexes and elasticity complexes on cuboid meshes

Preconditioning for finite element methods with strain smoothing

Approximation of noisy data using multivariate splines and finite element methods

Quadrature for Implicitly-defined Finite Element Functions on Curvilinear Polygons

Evaluating the Quality of Finite Element Meshes with Machine Learning

Open-Full-Jaw: An open-access dataset and pipeline for finite element models of human jaw

Convex Optimization-Based Structure-Preserving Filter For Multidimensional Finite Element Simulations