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eigenvalue problem相关的网络例句

查询词典 eigenvalue problem

与 eigenvalue problem 相关的网络例句 [注:此内容来源于网络,仅供参考]

First, based upon the fields in the single cavities, open and short modes are constructed, whose coupling holes on disks are shorted magnetically and electrically respectively. Second, the whole field in the chain is expanded with the short and open modes. With the Galerkin method and the second vector Green theorem, it is possible to describe the physics problem by a simple general eigenvalue matrix equation. Here, the dispersion curves in periodical structures are available.

它首先利用有限元等方法计算各加速单腔中的电磁场,根据一定规则构造成所需的开模和闭模,然后把整个长腔链加速结构中的场用这些开模和闭模展开,再利用伽略金方法和第二矢量格林定理进行数学变换,考虑各模式在加速腔壁和腔间耦合孔处的边界条件后,就能把加速结构中电磁场用数学上的广义本征值矩阵问题描述,从而能够得到所求的色散曲线和电磁场形态。

Investigations show that the smallest module eigenvalue of Jacobian matrix is so small that it causes the problem.

目前关于静态电压稳定的各种分析方法中,都包括有对雅可比矩阵的分析。

The criterion equation of the magneticelasticity kinetic problem was gotten by the eigenvalue relation of Mathieu equation's coefficient λ and η.

利用Mathieu方程系数λ和η的本征值关系,得出了载流薄板磁弹性动力屈曲临界状态的判别方程。

The criterion equation of the magnetic-elasticity kinetic problem was gotten by the eigenvalue relation of Mathieu equation's coefficient λ and η.

利用Mathieu方程系数λ和η的本征值关系,得出了载流薄板磁弹性动力屈曲临界状态的判别方程。

The paper first studies the primary analyse method of static voltage stability problem such as continuous power flow, sensitivity analysis and eigenvalue structure analysis.

本文首先对静态电压稳定性的主要分析方法如连续潮流法、灵敏度分析法和特征结构分析法进行研究,介绍了它们各自的原理、特点以及在电压稳定分析中的作用。

On the other hand , illuminated by close relation between harmonic maps and sumanifold theory, we have also researched in-depth about some relative problems in submanifolds theory which include: the estimate of heat kernel and eigenvalue and it geometric application of submanifolds with or without boundary; many kinds of pinching problem of submanifolds which include the rigidity theorem, topological sphere theorem, differential sphere theorem and topological finite theorem.

另外,鉴于调和映照与子流形之间的密切关系,我们还要深入研究子流形几何中与之相关的一些问题,主要包括:带边与不带边子流形的热核与特征值估计及其几何应用;子流形的刚性定理、拓扑球定理、微分球面定理、拓扑有限性定理等各类Pinching问题。

Nonsingular H-matrix; generalized H-matrix; eigenvalue; numerical radius; matrix splitting; saddle point problem; Krylov subspace method; preconditioning technique

基础科学,数学,代数、数论、组合理论非奇H-矩阵;广义H-矩阵;特征值;数值半径;矩阵分裂;鞍点问题; Krylov子空间法;预处理技术

Based on the stacking of data matrix, real-processing of signal subspace, complex shift invariance equation and joint eigenvalue estimation, an algorithm is presented to solve this problem and handle the estimation jointly.

基于数据矩阵的重新排列、信号子空间的实数化处理、复数移不变方程以及联合特征值估计,推导出联合估计参数的ESPRIT类算法,该算法将参数估计问题转化为3个具有实特征值的实数矩阵的联合特征值估计问题。

It is shown that finally this problem turns to the estimation of the real joint eigenvalues of three real matrices and solve the joint eigenvalue estimation by a recently proposed simultaneous diagonalization algorithm.

通过同时对角化算法估计矩阵的联合特征值,获得了参数联合估计的强可辨识性,即允许信号参数在任何一维任意重复,并可以使估计参数实现自动配对。

The feasibility and validity of the method have been proved by the examples of statical analysis, stability problem, dynamical eigenvalue calculation, and dynamical response analysis.

文中将这一方法成功地应用于随机结构的静力学分析、稳定性问题、动力特征值求解和动力响应分析之中,对随机梁、板结构编制了静力分析计算通用程序,证明了此法的正确性、有效性。

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