Laplacian Mesh Deformation

Arnaud Gelas*
Abstract

Abstract

Deforming a 3D surface mesh while preserving its local detail is useful for editing anatomical atlases or for mesh based segmentation. This contribution introduces new classes for performing hard and soft constraints deformation in a flexible design which allows user to switch easily in between Laplacian discretization operators, area weighing and solvers. The usage of these new classes is demonstrated on a sphere.

Keywords

QuadEdgeMeshITK filterLaplacianMeshDeformation
Manuscript
Source Code and Data

Source Code and Data

.gitignore31 Bdoc.gitignore7 BMakefile5.5 KBsourceBackground.rst4.3 KBDemonstration.rst429 BImplementation.rst3.5 KBIntroduction.rst1 KBhard.png44.1 KBconf.py8.2 KBindex.rst1 KBinput.png47.1 KBsoft.png44.6 KBsphinxInsightArticle.cls4.9 KBsphinxInsightJournal.sty35.3 KBCMakeLists.txt252 BincludeitkLaplacianDeformationQuadEdgeMeshFilterBase.hxx9.4 KBitkLaplacianDeformationQuadEdgeMeshFilterBase.h8.7 KBitkLaplacianDeformationQuadEdgeMeshFilterWithHardConstraints.h5.7 KBitkLaplacianDeformationQuadEdgeMeshFilterWithHardConstraints.hxx6.2 KBitkLaplacianDeformationQuadEdgeMeshFilterWithSoftConstraints.h5.9 KBitkLaplacianDeformationQuadEdgeMeshFilterWithSoftConstraints.hxx7.3 KBtestingCMakeLists.txt859 Bhardconstraints.cxx1.8 KBHeaderTest.cxx202 Binput.vtk321 KBsoftconstraints.cxx1.9 KB

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