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二维有限元网格生成方法 被引量:2

Two-Dimensional Finite Element Meshing
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摘要 有限元方法在近年来发展很快,不断有新的网格划分方法和技术提出.本文在参考了许多网格划分的文章的基础上,就国内和国外二维网格划分领域的众多方法加以归类,选择了一些具有代表性的方法作简要介绍和评价.使从事有限元研究的人员对网格划分领域目前研究的现状和发展有一个清晰的了解. The finite element method has recently been developed with more new methods and algorithms being created.This paper classified many two-dimensional finite mesh algorithms both domestic and overseas based on consulting many literatures of this domain,and selected some representative algorithms to introduce and evaluate.Someone who studies in this domain can have a clear overview of actuality and development.
出处 《南昌大学学报(工科版)》 CAS 2003年第2期92-96,共5页 Journal of Nanchang University(Engineering & Technology)
关键词 二维 有限元 网格划分 two-dimension finite element meshing
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参考文献9

  • 1Buell W R and Bush B A. Mesh Generation - a Survey[J]. Trans ASME J Eng Int, 1973, (2) :332 - 338.
  • 2Thacker W C. A Brief Review of Techiques for Generating Irregular Computational Grids[J]. Int J Numer Meth Eng, 1980,15 :1 335-1 341.
  • 3K Ho-Le. Finite Element Mesh Generation Methods:A Review and Classification[J]. CAD, 1988,20(1).
  • 4Wordenweber B. Finite Element Mesh Generation[ J ]. Comput. - Aided Des, 1984,16 (9) : 285 - 291.
  • 5BYkat A. Automatic Generation of Trianguiar Grid: I - subdivision of a General Polygon into Convex- snbregions. II - trian-gulation of Convex Polygons[J]. Int J Numer Meth Eng,1976,10:1 329 - 1 342.
  • 6Johnston R P, John M, Sullivan J R. Fully Automatic Two Dimensional Mesh Generation Using Normal Offsetting[ J ]. Int J Numer Meth Eng,1992,33:425 - 442.
  • 7Blacker T D. Paving:A New Approach to Automated Quadrilateral Mesh Generation[J ]. Int J Numer Meth Eng, 1991,32:811- 847.
  • 8Heighway E A. A Mesh Generator for Automatically Subdividing Irregular Polygons into Quadrilaterals[J]. IEEE Trans on Mag1983,MAG-19(6) :2 535-2 538.
  • 9Kadiver M H. Sharifi H. Double Mapping of Isopermetric Mesh Generation[J]. C&S, 1996,59(3) :471 - 477.

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