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A CONDENSED METHOD FOR LINEAR COMPLEMENTARY EQUATIONS OF ELASTO-PLASTIC PROBLEMS

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摘要 This paper presents a condensed method for linear complementary equations of elasto-plastic problems derived from the variational inequations.The present methodcuts down computing time enormously and greatly, promotes the efficiency of the elasto-plastic andlysis for large scale structures. This paper presents a condensed method for linear complementary equations of elasto-plastic problems derived from the variational inequations.The present methodcuts down computing time enormously and greatly, promotes the efficiency of the elasto-plastic andlysis for large scale structures.
出处 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 1995年第5期925-936,共12页 应用数学和力学(英文版)
关键词 variational inequations ELASTO-PLASTICITY linear complementaryequations Lemke algorithm variational inequations,elasto-plasticity,linear complementaryequations,Lemke algorithm
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