As an inverse problem of Hamiltonian mechanics, a new Hamiltonian system in elasticity and its variational principle are derived from the basic equations of elasticity.
作为哈密顿力学逆问题，从弹性力学基本方程推导出弹性力学中一个新的哈密顿系统及其变分原理。
According to the orbit of adjoining matrix of directed graph the problem of Hamiltonian cycle is described.
通过有向图的邻接矩阵的轨道来刻划图的哈密顿圈问题。
The perturbation problem of symmetries for constrained Hamiltonian systems under the action of small excitation is studied.
研究小干扰力作用下约束哈密顿系统对称性的摄动问题。
By using an algebraic method related to su(3) Lie algebra, exact solutions of the eigenvalue problem of the reduced Hamiltonian are derived analytically.
介绍了导出平均场加一般对力核多体问题粒子数守恒严格解的无穷维李代数方法。
In this paper, the application of Hamiltonian systematic theory in plate bending problem is studied.
本文主要讨论哈密顿体系理论在弹性力学中的具体应用。
Based on the Hamiltonian principle, the coupled nonlinear functions of the system are presented as a Neumann problem.
由哈米尔顿原理作为动力学基础，建立起系统的非线性耦合运动方程组。
Based on the Hamiltonian principle, the coupled nonlinear functions of the system are presented as a Neumann problem.
由哈米尔顿原理作为动力学基础，建立起系统的非线性耦合运动方程组。
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