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- In this paper,based on an adjoint symplectic subspace iteration method,an iteration method is proposed to solve eigenvalue problem of gyroscopic system. 转子系统的有限元分析可以导出陀螺系统的本征值问题,而陀螺本征值问题可在哈密顿体系下求解。
- symplectic subspace 辛子空间
- Projection of the hamiltonian onto Krylov subspace. 听 R_TYPE, allocatable :: h(:, :)听 听 听 听 !
- The symplectic method provides a way for solving other problems. 这种辛方法也为求解其他问题提供了一条路径。
- AN IMPROVED SUBSPACE METHOD AND ITS APPLICATION TO PARAMETER. 改进的子空间方法及其在时变结构参数辨识中的应用。
- Other polygons form two groups depending on their subspace. 其他多角形根据他们的子空间形成两个小组。
- The characteristic of conservative system is symplectic conservation. 在物理与力学中有大量保守体系的分析。
- The symplectic method can provide a new idea for researching others problem. 这种方法也为研究其他问题提供了一条路径。
- In this paper. we study the Lagrange bisection at the symplectic groupoids. 摘要本文研究了辛群胚上的拉格朗日双截面。
- Secondly, subspace detection methods of analog space-time codes are presented. 其次,给出了模拟空时码的子空间检测方法。
- The fundamental circuits relative to a spanning tree is a basis of the circ subspace. 与一生成树相关的基本圈是广义圈子空间的一个基底。
- We have discussed sum for subspace of vector space, and cannot popularize sum of subspace to infinitude. 摘要对向量空间的子空间的和的概念不能推广到无限多个子空间的情形进行了讨论。
- We researched the subspace eigenvalue decomposition and weighted subspace fitting techniques in the beamspace. 在波束空间内,研究了相干信源子空间分解技术和加权子空间拟合技术。
- Yao Weian and Zhong Wanxie, Symplectic Elasticity, Beijing, Higher Education Press, 2002. 168姚伟岸、钟万勰,辛弹性力学,北京:高等教育出版社,2002
- With the aid of the completeness of symplectic eigensolutions, a close method was presented. 利用辛本征解空间的完备性,建立一套封闭的求解问题方法。
- Meanwhile, an effective method for end conditions was given in the symplectic space. 同时给出了一种辛空间中处理端部条件问题的有效方法。
- The dual equations and conditions of the corresponding boundary are obtained directly in the symplectic space. 在辛几何空间中直接描述正则方程和对应的边条件。
- In this paper,we study the application of the momentum mapping to a Possion G-space and symplectic groupoids. 本文研究了矩映射在泊松G-空间及辛群胚中的应用。
- And a numerical algorithm for constructing a random symplectic orthogonal matrix is put forward. 研究了现有两种构造随机正交辛矩阵算法的特点;
- In this paper,Lie group,Symplectic manifolds,Groupoids are treated as fundamental research subjects . 本文主要以李群、辛流形及群胚等为基本研究对象。