2006Jisuanji gongchengRequires access

Wavelet-based Multi-resolution Analysis of Irregular Surface Meshes

Huang Jia-qiang, GU Yao-lin

Open publisher page 1 citations

Abstract

Lounsbery has brought out a multi-resolution analysis scheme for triangle meshes, but it can only be applied to the regular triangle meshes, and includes a remeshing of the existing 3D data. In order to settle the problem, based on the wavelet, it extends Lounsbery’s scheme. Based on the algorithm, it can directly compress the irregular meshes, and then obtain multi-resolution meshes. In the process, based on the connectivity of the processed meshes, it can also optimize the triangle meshes, make them more regular, and then improve the algorithm. Comparing with previous algorithm, the results prove that the proposed algorithm has good speed, efficiency and practical values.

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What this paper is about

Lounsbery has brought out a multi-resolution analysis scheme for triangle meshes, but it can only be applied to the regular triangle meshes, and includes a remeshing of the existing 3D data. In order to settle the problem, based on the wavelet, it extends Lounsbery’s scheme. Based on the algorithm, it can directly compress the irregular meshes, and then obtain multi-resolution meshes. In the process, based on the connectivity of the processed meshes, it can also optimize the triangle meshes, make them more regular, and then improve the algorithm. Comparing with previous algorithm, the results prove that the proposed algorithm has good speed, efficiency and practical values.

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Available abstract

Lounsbery has brought out a multi-resolution analysis scheme for triangle meshes, but it can only be applied to the regular triangle meshes, and includes a remeshing of the existing 3D data. In order to settle the problem, based on the wavelet, it extends Lounsbery’s scheme. Based on the algorithm, it can directly compress the irregular meshes, and then obtain multi-resolution meshes. In the process, based on the connectivity of the processed meshes, it can also optimize the triangle meshes, make them more regular, and then improve the algorithm. Comparing with previous algorithm, the results prove that the proposed algorithm has good speed, efficiency and practical values.

Key concepts: Polygon mesh, Computer science, Volume mesh, Wavelet, Algorithm, Multiresolution analysis, Process (computing), Mesh generation

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