2) Hamiltonian system
Hamilton体系
1.
The model and solution of impact problem of Timoshenko beam in Hamiltonian system;
Hamilton体系中Timoshenko梁冲击问题的描述和求解
2.
In Hamiltonian system, a new rectangular finite element is developed.
基于弹性薄板弯曲问题的Hamilton体系变分原理,将有限元方法引入到Hamilton体系下的板弯曲问题,对位移、应力分别采用不同的插值方式,区域离散后得到刚度方程。
3.
The governing equations for the electromagnetic waveguide are derived to Hamiltonian system formulation and symplectic geometric form, and transverse electric and magnetic components are treated as dual vectors to each other.
将电磁波导的控制方程导向了Hamilton体系、辛几何的形式。
3) Hamilton system
Hamilton体系
1.
In this paper, the Lagrange system for dynamic analysis of honeycomb sandwich plates is transferred to the Hamilton system.
将蜂窝夹层板动力分析从Lagrange体系改换为Hamilton体系。
2.
The order of differential equation is reduced when the dual variables of Hamilton system are used in mechanical problems.
力学中的Hamilton体系采用对偶变量描述问题。
3.
The Hamilton system in elasticity established and developed in recent years has a lot of superiorities.
对弹性力学中新近建立和发展起来的Hamilton体系的优点进行了分析,介绍和讨论了 Hamilton体系下弹性力学的数值解
4) sympletic solution system
辛求解体系
5) hamiltonian solving system
HamiIton求解体系
6) Hamiltonian solution system
哈密顿求解体系
1.
The Hamiltonian solution system is generalized to the thin plate problems.
将哈密顿求解体系推广应用于薄板弯曲问题。
2.
The Hamiltonian solution system is generalized to the Reissner-Mindlin thick plate problems.
将哈密顿求解体系推广应用于Reissner-Mindlin厚板问题。
补充资料：求解
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参考词条