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Title:
A High Quality Mesh Scheme for Adaptive Finite Element Methods

Author:
Wang Bing ,etc.

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Accession number:


20135217122426






Title:

A high quality mesh scheme for adaptive finite element methods






Authors:

Wang, Bing1 ; Qin, Hengfeng1, 2





Author affiliation:

1School of Mechanical Engineering, Xiangtan University, Xiangtan 411105, China






2Hunan Key Laboratory for CSSE, Xiangtan University, 411105, China






Source title:

Chinese Control Conference, CCC






Abbreviated source title:

Chinese Control Conf., CCC






Monograph title:

Proceedings of the 32nd Chinese Control Conference, CCC 2013






Issue date:

October 18, 2013






Publication year:

2013






Pages:

2917-2921






Article number:

6639920






Language:

English






ISSN:

19341768






E-ISSN:

21612927






ISBN-13:

9789881563835






Document type:

Conference article (CA)






Conference name:

32nd Chinese Control Conference, CCC 2013






Conference date:

July 26, 2013 - July 28, 2013






Conference location:

Xi'an, China






Conference code:

103692






Publisher:

IEEE Computer Society, 2001 L Street N.W., Suite 700, Washington, DC 20036-4928, United States






Abstract:

A high quality unstructured triangular mesh scheme for adaptive finite element methods (AFEM) is presented. The algorithm is based on Superconvergent Cluster Recovery (SCR), and coupled with remeshing procedure and centroidal Voronoi tessellation (CVT) optimization techniques. The advantage for SCR is robust and easy to implementation. Normalized edge lengths which based on a metric are employed as the remeshing criterion. A high quality mesh can be obtained by CVT. Numerical test shows that the scheme can be applied successfully to a typical elliptic equation problem and other relevant steady-state problems in engineering. © 2013 TCCT, CAA.






Number of references:

16






Main heading:

Finite element method






Controlled terms:

Magnetic disk storage  -  Variable speed transmissions






Uncontrolled terms:

A-posteriori error estimations  -  Adaptive finite element methods  -  Centroidal Voronoi Tessellation  -  Cluster recovery  -  Optimization techniques  -  Remeshing  -  Steady-state problems  -  Unstructured triangular meshes






Classification code:

602.2 Mechanical Transmissions -  708.4 Magnetic Materials -  921.6 Numerical Methods






Database:

Compendex






Compilation and indexing terms, © 2014 Elsevier Inc.
2Â¥2014-11-04 10:40:36
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Accession number:


20135217122426
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