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perturbed system相关的网络例句

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

By analysis on perturbed intensively dissipative system, we put forward a effective control method which can driving the patterns drifting in the attractor space.

研究表明:对具有惯性流形的耗散系统,很小的有效控制能驱动系统在吸引子空间中漂移。

We develop a self-adjusting interior point algorithm based on the modified perturbed system.

基于改造后的摄动方程组,建立了一个具有自调节功能的内点算法。

It is very instructive for the designer to predict the limit cycle behavior of a perturbed control system with nonlinearities.

对带有非线性性质的扰动系统而言,如果能够事先预测其极限环的行为,对设计者是极有助益的。

Supposed stochastic variations are perturbed in a small range, we can get a nonlinear equation of these stochastic variations by using a Taylor series or a Neumann series expansion of the system matrix. The application of perturbation techniques translates this nonlinear equation into a pair of constant linear recursive equations. Then we have written a paper "Stochastic Finite Element Method for Interconnect Including Variational Analysis" which has been contributed to 11th Asia and South Pacific Design Automation Conference.

本文所取得的主要成果就是提出了一种新的算法,即用随机有限元来分析变化的互连线,将方程按随机变量泰勒展开或者纽曼展开,从而化无限维为有限维;应用matlab进行了算法仿真,并将结果与传统Monte-Carlo与GETA进行了比较;最后写了一篇文章《Stochastic Finite Element Method for Interconnect Including Variational Analysis》,已投第11届亚洲和南太平洋设计自动化会议。

Based on a general parametric eigenstructure assignment result proposed for descriptor linear systems via proportional plus partial derivative state feedback and a result for generalized eigenvalue sensitivity problem of matrix pairs, parametric representation of the closed-loop eigenvalue sensitivities to the perturbed elements in the open-loop system matrices is obtained. An effective algorithm for eigenvalue assignment with minimum sensitivity in descriptor linear systems via proportional plus partial derivative state feedback is then proposed.

摘要基于广义线性系统比例与部分状态导数反馈参数化特征结构配置结果和矩阵对广义特征值灵敏度结果,得到了关于开环系统矩阵中摄动元素的闭环特征值灵敏度的参数表达式,并在此基础上提出了广义线性系统比例与部分状态导数反馈最小灵敏度特征值配置的有效算法。

The system is reduced to an EulerPoinsot motion perturbed by a small periodic excitation.

利用动量矩变量列写动力学方程,并将系统化作受周期微扰作用下的Euler-Poinsot运动。

To apply the method of Chapter Ⅱ to ring dynamics, we develop the streamline formalism to a canonical form in Chapter Ⅲ. The perturbation equations which describe the perturbed motion of streamlines are derived, with the general form of a near-conservative system.

为将上述映射方法应用到环动力学的研究,在第三章"流线表示法的正则描述",我们研究该表示法的正则形式,导出描述流线运动的受振运动方程,该方程具有近保守系统的一般形式。

An algorithm for predicting the perturbed trajectories in a multi-machine system is proposed based on an additional virtual node.

提出了基于新增虚拟节点的多机系统受扰轨迹预测方法。

This paper studies chaotic motions in a nonlinear oscillatory system perturbed by external harmonic force and bounded noise excitation.

研究谐和外力与有界噪声激励联合作用下的一类非线性振子的混沌运动。

They are designed based on the modifications to the standard perturbed system of primal-dual interior-point algorithms from two different angles.

本论文从两个不同角度对原-对偶内点方法通常使用的摄动方程组进行了变化,并据此建立了两个不同的内点算法。

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