1) Generalized Hamiltons Principle
广义哈密顿原理
2) Hamilton type generalized variational principle
哈密顿型广义变分原理
1.
By introducing the Hamilton theory and techaniques in the laminated composite plates and shells, the Hamilton type generalized variational principle is established, and the Hamilton canonical equations and the boundary conditions for the static and elastoplastic analysis of composite plates are presented For the transformation of variables, the Hamilton canonical equations.
本文将哈密顿体系的理论与方法引入到层合板壳问题之中，建立了一种统一的哈密顿型广义变分原理，并由此给出了层合板静力及弹塑性分析的哈密顿正则方程和边界条件，且通过变换相变量，进而给出了曲线坐标系下层合圆柱壳问题和层合双曲壳问题的哈密顿正则方程及其相应的边界条
4) Hamilton principle
哈密顿原理
1.
Hamilton Principle of a Variable Mass System;
变质量质系的哈密顿原理
2.
In this paper, Fermat s principle and Hamilton principle are used to derive a motion equation followed by the path of light rays.
本文从光学中的费马原理和力学中的哈密顿原理出发,导出了光线传播所遵从的“运动方程”并应用该方程求解了几个典型的变折射率介质中光线传播的路径问题。
3.
In chapter 2 Hamilton principle, Solitons, Reductive perturbation method.
在第二章介绍了哈密顿原理、孤立子、约化摄动方法、完全近似方法等本文主要用到的原理、概念和方法。
5) Hamiltonian principle
哈密顿原理
1.
The longitudinal and transverse vibrating equations of the homogeneous rod are deduced with Hamiltonian principle.
应用哈密顿原理,推导出均匀杆的纵振动方程与横振动方程。
6) generalized Hamiltonian method
广义哈密顿方法
