Green-Lagrange应变2) Green strain Green应变3) Green strain tensor Green应变张量 1. Based on definition of strain energy function,increment formula of stationary potential energy of finite displacement theory were derived in terms of Kirchhoff stress tensor and Green strain tensor. 基于有限位移...
拉格朗日(Lagrange)、S.D.泊松(Poisson)、S.P.拉克鲁阿(Lacroix)等人的著作.通过钻研,格林不仅掌握了纯熟的分析方法,而且能创造性地发展、应用,于1828年完成了他的第一篇也是最重要的论文——“论数学分析在电磁理论中的应用”(An essay on theapplication of mathematical analysis to the theories of electri-...
Lagrange应变张量 1. Then the applicability of both Kirchhoff stress tensor and Lagrange strain tensor are studied to describe the stress and strain field of these structures. 文中探讨了正装结构非线性的分析特点,研究了其应变场与应力场的Kirchhoff应力张量与Lagrange应变张量的适用性,提出了正装结构非线性...