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STRAIN PATH THEORY OF PLASTIC CONSTITUTIVE RELATION

STRAIN PATH THEORY OF PLASTIC CONSTITUTIVE RELATION
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摘要 Based on Illiushin's two hypotheses, a new plastic constitutive equation of integral type is proposed. The deviatoric stress induced by a strain path consists of two parts which vary according to different laws. Comparison of theoretical calculation with recent experiments is satisfactory. The present theory is not an endochronic theory. Based on Illiushin's two hypotheses, a new plastic constitutive equation of integral type is proposed. The deviatoric stress induced by a strain path consists of two parts which vary according to different laws. Comparison of theoretical calculation with recent experiments is satisfactory. The present theory is not an endochronic theory.
作者 赵祖武
出处 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 1990年第7期621-630,共10页 应用数学和力学(英文版)
关键词 COMPUTERS Applications Mathematical Models Mathematical Techniques Numerical Methods MECHANICS PLASTICITY Computers Applications Mathematical Models Mathematical Techniques Numerical Methods Mechanics Plasticity
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