Reissued in the "Oxford Classic Texts in the Physical Sciences" series, and first published in 1950, this important and classic book presents a mathematical theory of plastic materials, written by one of the leading researchers in the area. "The author...has done his work so well that it ...
The Mathematical Theory of Plasticity 2024 pdf epub mobi 用户评价 评分☆☆☆ kinda outdated. but still a good intro to plasticity. 评分☆☆☆ kinda outdated. but still a good intro to plasticity. 评分☆☆☆ kinda outdated. but still a good intro to plasticity. 评分☆☆☆ kinda outdat...
HILL R. Mathematical theory of plasticity[M]. Beijing: Science Press,1966... 希尔 - 塑性数学理论 被引量: 177发表: 1966年 On Isotropy and Anisotropy in the Theory of Plasticity Proceedings of the Royal Society A: Mathematical, Physical and Engineering SciencesRees D.W.A.: On isotropy and ...
关键词: mathematical theory of plasticity one‐dimensional constitutive model axial strain elastoplastic decomposition yield function and yield criterion plastic flow rule ‐ loading/unloading conditions plastic flow rule and hardening law Tresca criterion and isotropy Mohr–Coulomb yield criterion 出版时间: ...
Journal of Materials Processing TechnologyNarayanasamy,R.,Ponalagusamy,R.A mathematical theory of plasticity for the upsetting of compressible P/M materials. Journal of Materials Processing Technology . 2000R. Narayanasamy, R. Ponalagusamy, (2000) A mathematical theory of plasticity for the upsetting...
Eric Pichon-Pharabod - Periods of hypersurfaces via effective homology 44:18 Yipeng Wang - On Gromov’s rigidity theorem for polytopes with acute angles 58:33 Thomas Nikolaus - Algebraic K-Theory in Geometric Topology 01:10:56 Philippe Di Francesco - Macdonald dualities in genus one and ...
Her work at this time was on statistics, in particular probability theory , and also on the mathematical theory of plasticity. 她的工作在这个时候是统计,特别是概率论 ,还对数学理论的可塑性。 ParaCrawl Corpus A Venn diagram shows all possible logical relations between a finite collection of sets...
mathematical theory of plasticityone‐dimensional constitutive modelaxial strain elastoplastic decompositionyield function and yield criterionplastic flow rule ‐ loading/unloading conditionsplastic flow rule and hardening lawTresca criterion and isotropy
We describe some recent progress in the analysis of plasticity. On the numerical side, we propose that the "quasi-Newton methods" developed in optimization theory can be applied to each loading step in incremental plasticity. These methods and some preliminary experiments are described in the last...