弹粘塑性有限元分析中相对于几种屈服准则的H矩阵的统一格式

雷晓燕

雷晓燕. 弹粘塑性有限元分析中相对于几种屈服准则的H矩阵的统一格式[J]. 工程力学, 1989, 6(4): 120-129.
引用本文: 雷晓燕. 弹粘塑性有限元分析中相对于几种屈服准则的H矩阵的统一格式[J]. 工程力学, 1989, 6(4): 120-129.
Lei Xiaoyan. UNIFIED FORMULA OF MATRIX H CORRESPONDING TO SEVERAL YIELD CRITERIA IN ELASTO-VISCOPLASTIC FINITE ELEMENT ANALYSIS[J]. Engineering Mechanics, 1989, 6(4): 120-129.
Citation: Lei Xiaoyan. UNIFIED FORMULA OF MATRIX H CORRESPONDING TO SEVERAL YIELD CRITERIA IN ELASTO-VISCOPLASTIC FINITE ELEMENT ANALYSIS[J]. Engineering Mechanics, 1989, 6(4): 120-129.

弹粘塑性有限元分析中相对于几种屈服准则的H矩阵的统一格式

UNIFIED FORMULA OF MATRIX H CORRESPONDING TO SEVERAL YIELD CRITERIA IN ELASTO-VISCOPLASTIC FINITE ELEMENT ANALYSIS

  • 摘要: 文献介绍了弹粘塑性有限无解的数值方法,给出了Mises屈服准则的H矩陈表达式。本文对工程中常用的四种屈服准则,即Mises,Tresca,Mohr-coulomb,Drucker-Prager准则,给出了H矩阵的统一格式,提供厂消除Tresca,Mohr-Coulomb准则奇异性的方法并给出了公式。
    Abstract: Reference [1] intruduced numerical method of elasto-viscoplastic finite element solution and presented expression of matrix H for the Mises criterion. In this paper, the author derives the unified formula of matrix H for the four yield criteria, i.e., Mises, Tresca, Mohr-Coulomb and Drucker-Prager which are often appeared in engineering, discusses method of eliminating singularity in Tresca or Mohr-Coulomb criterion, and obtains corresponing formula.
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出版历程
  • 收稿日期:  1988-01-31
  • 修回日期:  1899-12-31
  • 刊出日期:  1989-10-14

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