work hardening/ mathematical theory of plasticitydislocation theorythermodynamicsconstitutive equationswork hardeningpolycrystalline solidGibbs equationIn this paper we set out to present the constitutive equations of the work hardening single crystal or polycrystalline solid from the knowledge of the atomistic ...
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 ...
Supporting the mathematical theory of plasticity, two pillars constituting the modeling of yield behavior are the convexity and normality conditions on a yield function. The models so established have been time tested to hold for a wide class of ductile materials in many practical applications of the...
It provides a comprehensive and unified treatment of the mathematical theory and numerical analysis. It is divided into three parts, with the first part providing a detailed introduction to plasticity, the second part covering the mathematical analysis of the elasticity problem, and the third part ...
plane plastic flow/ A4630J Viscoelasticity, plasticity, viscoplasticity, creep, and stress relaxation A9160B Mechanical and acoustic properties of rocks, minerals and soilThe deformation theory of dilating geological materials is based on the non-associated law of plasticity. One of its drawbacks is ...
Mathematical Theory Of Elasticity And Generalized Dynamics Of Quasicrystals And Its ApplicationsEISBN:9789811279102 ISBN:9789811279096 出版年:2023 页数:636 出版社:World Scientific Publishing Company 语种:英语 参考价格:USD 269.00 中图ID:BK7285f8b2d7 作者: Tian-you Fan;Xian-fang Li;Xiao-hong Sun;...
The current article presents a mathematical model assessing the logic of this hypothesis--specifically, it examines what conditions are required for natural selection to favor parents to bet-hedge by varying their offspring's plasticity. Consistent with existing theory from biology, results show that ...
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...
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...
DeWolf: Mechanics of Materials, McGraw-Hill (2002).Suche in Google Scholar [11] J.Chakrabarty: Theory of plasticity, McGraw-Hill (1987).Suche in Google Scholar [12] W.F.Hosford, R.M.Caddell: Metal Forming, Mechanics and Metallurgy, Cambridge university press (2011). 10.1017/CBO...