1) finite defomation theory
有机变形理论
2) finite deformation theory
有限变形理论
1.
The definition of strain,the relationship between computation stress and true stress of body,deformation as well as geometric nonlinear computation of unbalance force were analyzed in details by using ANSYS based on finite deformation theory.
基于有限变形理论对ANSYS定义的应变、应力与物体真实应力之间的关系、位形、不平衡力的几何非线性计算等方面进行了详细分析,并针对ANSYS中的杆件单元Link8和平面单元Plane42,通过算例计算结果与理论解的对比,指出了ANSYS几何非线性算法的不足,即在计算过程中没有考虑到应变、应力的共轭关系,只是一种近似的非线性计算。
2.
The finite deformation theory is applied to investigate the effects of boundary condition and loading speed on shear band localization of normally consolidated Fujinomori clay.
基于有限变形理论,研究了正常固结藤森黏土的边界约束效应和加载速度效应。
3.
The boundary constrain effect and loading speed effect of over-consolidated Fujinomori clay areinvestigated using finite deformation theory on shear band localization.
基于有限变形理论,研究了超固结藤森黏土的边界约束效应和加载速度效应。
3) finite strain theory of elasticity
有限形变弹性理论
4) classical definite deformation theorem
经典有限变形力学理论
5) deformation theory
形变理论
1.
HT5SS]The method of fast finite element analysis of sheet metal forming based on deformation theory was explored, and the computer program was implemented.
研究了基于形变理论的金属板料成形快速有限元分析的方法——反向方法 ,并实现了计算程序。
2.
The theory and method of finite element analysis of sheet metal forming based on deformation theory was explored, and the computer program was implemented.
研究了基于形变理论的金属板料成形有限元分析的理论和方法，并实现了计算程序。
3.
The residual stress around a coldworked hole is computed with elasto-plastic finite element methods of both flow theory and deformation theory.
本文为了检验形变理论在计算钉孔挤压残余应力场的可用性,对同一模型分别釆用全量法和增量法进行有限元计算,计算结果表明:在小的挤压量下,即δ≤2％(挤压量δ定义为(D_棒-D_板)/D_板×100％),两种方法均可釆用,当挤压量较大,即δ>2％时,全量法的结果与边界条件吻合得不好,而增量法符合得很好。
6) Deformation Theory
变形理论
1.
The reality results was compared with the calculating ones which were obtained by using small deformation theory,energy analytic method and big deformation theory.
介绍球形封头在外压下的失稳计算 ,应用小变形理论、能量分析法和大变形理论公式所计算的结果与实际结果相比较 ,探讨失稳安全系数的基
2.
The prebuckling deformation theory under axial pressure,lateral pressure or liquid pressure is presented.
应用复合材料理论 ,采用扁壳模型 ,在弯曲变形与薄膜变形耦合的本构方程情况下 ,同时考虑了简支和固支边界条件 ,对纤维缠绕圆柱壳的前屈曲进行了分析 ,建立了壳体在端部受均匀轴压、侧压或流体压力情况下的前屈曲变形理论 ,并获得了相应的数值计算结
3.
Generalized simulated potential energy principles and generalized simulated complementary energy principles, including the conditions of incompressibility of the volume, of similarly non -coupled systems for deformation theory and flow theory in plasticity are proposed
提出了塑性力学变形理论和流动理论包括体积不变条件的相似非耦联系统的广义模拟势能原理和广义模拟余能原理
补充资料：大坝内部变形观测(见水工建筑物变形观测)
大坝内部变形观测(见水工建筑物变形观测)
daba neibubianxing guanCe大坝内部变形观测见水工建筑物变形观测。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条