1) Hamiltonian approach
哈密顿解法
1.
In this paper, the rectangular thick plate with three simply-supported edges and one free edge is taken as a typical problem and is analyzed using Hamiltonian approach.
该文首先选取均载作用下的三边简支,一边自由的矩形厚板作为典型问题,采用哈密顿解法求出解析解。
2) Decomposition
[英][,di:kɔmpə'ziʃən] [美][,dikɑmpə'zɪʃən]
哈密顿分解
1.
On the Hamiltonian Circuits and Hamiltonian.Decomposition of■×■×…×■;
关于直积n_1×n_2×…×n_k的哈密顿圈及哈密顿分解(英文)
3) Hamiltonian approach
哈密顿方法
1.
Study of four-wave mixing maximal conversion efficiency based on the Hamiltonian approach;
利用哈密顿方法研究四波混频的最大转换效率
2.
Methods Using stark-chirped rapid adiabatic passage(SCRAP) technique and Hamiltonian approach.
方法采用Stark啁啾快速绝热通道SCRAP(Stark chirp rapid adiabatic passage)技术和哈密顿方法。
4) Hamiltonian cycle decomposition
哈密顿圈分解
5) 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。
6) generalized Hamiltonian method
广义哈密顿方法