1.
element of mechanics of plasticity
塑性变形的力学原理
2.
Study on Constitutive Law for Collapsible Deformation of Loess Based on the Generalized Plastic Mechanics;
基于广义塑性力学原理的黄土湿陷变形本构关系的研究探讨
3.
extrusion stress
(塑性变形的)挤压应力
4.
Design of New Type Orthogonal Milling Experiment based on Elastic-plastic Plane Strain Mechanics Principle
基于弹塑性平面应变力学原理的新型直角铣削实验设计
5.
Deformation of Company Boundary and Cross-Organizational Team Management Based on Elastic-Plastic Mechanics
基于弹塑性力学的企业边界变形与跨组织团队管理
6.
The capacity of a material, such as plastic or metal, to return to a previous shape after deformation.
弹性，恢复能力物质变形后恢复原来形状的能力，如塑料或金属
7.
The Plastic Deformation and Microstructure and Mechanical Properties of Mg-5Zn-3Nd-xZr Magnesium Alloy
Mg-5Zn-3Nd-xZr镁合金的塑性变形及组织与力学性能
8.
Plastic Deformation,Microstructure and Mechanical Properties of Mg-Zn-Nd Magnesium Alloy
Mg-Zn-Nd镁合金的塑性变形及组织与力学性能
9.
Microstructure and Mechanical Properties of Fe24Mn0.5C TWIP Steel
Fe24Mn0.5C形变孪晶诱发塑性钢的显微组织和力学性能
10.
Abstract: In this paper, the generalized variational principle of ela stic and plastic problem with finite displacement is derived by means of semi-in verse method.
文摘:利用半反推法，导出了弹塑性有限变形率形式的广义变分原理.
11.
Molecular Dynamics Study on Plastic Deformationof Double Crystal Copper
双晶Cu塑性变形行为的分子动力学研究
12.
Application Study of Teaching the Metal Plastic Forming Theory with MathCAD Software;
MathCAD在金属塑性成形原理教学中的应用研究
13.
On the principle of the deformation work this paper words out a very simple method for approximate calculation of the extrusion force in the metalic plastic extrusion processes.
运用变形功原理，推导出求金属塑性挤压过程中挤压力的一种极其简捷的近似计算式。
14.
In Situ Investigation on Plastic Deformation and Cracking of Metals under TEM/SEM;
金属塑性变形与断裂的TEM/SEM原位研究
15.
Least energy dissipation principle and its application in plastic mechanics
最小耗能原理及其在塑性力学中的应用
16.
Deforming resistance is capability of material resisting deform.
变形抗力是材料本身抵抗塑性变形的能力。
17.
On Second Stage Minimization Variational Principle in Plasticity
塑性理论中的二阶段最小变分原理
18.
Variational Principles of Extreme Value with Mixed Variables in Elasticity;
弹性力学中混合变量的极值变分原理