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裂纹分析有限元重合网格法及基于MSC.Patran的二次开发 被引量:1

S-version Finite Element Method for Crack Analysis and Module Redevelopment on MSC.Patran Platform
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摘要 充分利用MSC.Patran的可视化及分网功能,结合有限元重合网格法(S-FEM)在裂纹问题分析中的优势,以MSC.Patran为平台,使用PCL语言开发了求解裂纹问题的二维有限元重合网格法分析模块,应用此模块计算单边直裂纹和斜裂纹矩形板应力强度因子,并模拟了斜裂纹的裂纹扩展路径,验证了程序模块及方法的正确性。 By applying the visualization and mesh generation capability of MSG. Patran and taking advantage ot the S-version finite element method (S-FEM) in solving crack problems, a module for solving two dimensional crack problems based on s-version finite element method is developed using the PCL language on MSC. Patran platform. Then the stress intensity factors of rectangular panels with single-edged straight crack and oblique crack are calculated. The crack propagation path of oblique crack is simulated. Comparison of the results with those in References [ 7 ] and [ 8 ] shows good agreement.
出处 《机械科学与技术》 CSCD 北大核心 2009年第9期1198-1202,共5页 Mechanical Science and Technology for Aerospace Engineering
关键词 有限元重合网格法 MSC.PATRAN PCL 二次开发 应力强度因子 裂纹扩展路径 S-version finite element method (S-FEM) MSC. Patran PCL redevelopment stress intensity factor crack propagation path
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  • 1Fish J. The S-version of finite element method[ J]. Computers and Structures, 1992,43:539 - 547.
  • 2Okada H, Endoh S, Kikuehi M. On hacture analysis using an element overlay technique[ J ]. Engineering Fracture Mechanics, 2005,72:773 - 789.
  • 3航空科学研究院编著.应力强度因子手册(增订版)[M].北京:科学出版社,1993:320-324.
  • 4Bouchard P O, Bay F, Chastel Y. Numerical modelling of crack propagation: automatic remeshing and comparison of different criteria[J]. Computer Methods in Applied MechanicS Engineering, 2003,192:887 - 908.
  • 5翟新康,黄其青,殷之平,王新波,张民孚.飞机整体翼梁结构裂纹扩展试验与分析[J].机械强度,2007,29(6):987-991. 被引量:12

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