1.
The Studys and Applications of Springback Variational Theory of Beam and Thin Plate;
梁和薄板的回弹变分原理研究与应用
2.
Study on Variational Principles of Springback for Bending and Its Numerical Simulation;
弯曲回弹变分原理及其数值模拟研究
3.
generalized variational principles in theory of elasticity
弹性力学广义变分原理
4.
Meanwhile, the springback potential energy principle is applied to calculate the springback deformation of a pure bending of curved beam.
同时，应用该回弹势能原理于纯弯曲梁的回弹变形计算。
5.
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
6.
The Generalized Variational Principles for the Natural Frequencies of Elastic Cylindrical Shells;
弹性圆筒壳固有频率的广义变分原理
7.
Variational Principles with Mixed Variables in Theory of Elasticity with Finite Displacement;
有限位移弹性理论混合变量的变分原理
8.
VARIATIONAL PRINCIPLE AND DUAL EQUATIONS OF TWO-DIMENSIONAL NONLOCAL LINEAR ELASTICITY
二维Nonlocal线弹性理论的变分原理与对偶方程
9.
Variational Principles and Simple Applications of Magnetoelectroelasticity and Thermal Magnetoelectroelasticity;
电磁弹性和电磁热弹性静力学变分原理及简单应用
10.
Research into the problem of aeroelasticity based on Generalized Quasi-variational Principles of Elasto-dynamics
基于弹性动力学广义拟变分原理的气动弹性问题研究
11.
Hamiltonian systems in Elasticity and Their Variational Principles
弹性力学中的哈密顿系统及其变分原理
12.
Research on the Quasi-variational Principles in Nonlinear Non-conservative Elasticity;
非线性非保守系统弹性力学拟变分原理研究
13.
Deriving Variational Principles in Elasto-dynamics by Undetermined Lagrange Multiplier Method;
应用Lagrange乘子法推导弹性动力学的变分原理
14.
Unconventional Hamilton-type Variational Principles for Elastodynamics of Piezoelectric Plane Problem;
压电弹性平面问题动力学非传统Hamilton型变分原理
15.
Quasi-Variational Principles of Initial Value Problems of Elastic Single Body and Their Applications
弹性单体初值问题的拟变分原理及其应用
16.
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.
17.
On the Identified Lagrange Multiplier Method and a Generalized Variational Principle in Nonlinear Theory of Elasticity
关于已识别拉氏乘子法和一个非线性弹性理论的广义变分原理
18.
From the elasticity variational principle, the governing dynamic differential equations of the geometric non-linear beam with large deflection is deduced.
通过弹性力学变分原理建立了大挠度非线性梁的控制微分方程组。