摄动

shè dòng
  • perturbation;disturbance
摄动摄动
摄动[shè dòng]
  1. 基于∨-·运算的Fuzzy矩阵方程的摄动问题

    On the Perturbation of Fuzzy Matrix Equations with Max-Product Composition

  2. Jobshop的工件序摄动分析算法

    Job sequence perturbation analysis algorithm for Job Shop scheduling problem

  3. 带非线性摄动的状态延迟系统的H∞鲁棒控制

    H_ ∞ robust control of the state delayed uncertain nonlinear systems

  4. 具有控制器增益摄动的非脆弱H2控制

    Non-fragile H_2 control for linear systems with controller gain variation

  5. 奇异摄动系统的H∞最优问题及其分解

    H_ ∞ - optimal Problem for Singularly Perturbed Systems and Its Decomposition

  6. 时滞模糊奇异摄动系统的H2次优控制

    H-two sub-optimal control for fuzzy time-delay singularly perturbed systems

  7. 磁悬浮控制部分采用具有输入解耦的参数不确定性H∞控制,来抑制参数摄动对控制的影响,保证悬浮高度的精确控制。

    A robust control with input decoupling is used in the controlling part of the magnetic suspension .

  8. J2摄动对编队飞行卫星相对轨道构形的影响

    J_2 perturbation effect on relative orbital configuration of satellites in formation flying

  9. Banach空间的框架和原子分解的摄动及其稳定性

    Perturbation and Stability of Frames and Atomic Decompositions for Banach Spaces

  10. SU(1,1)相干态在参量摄动理论中的应用

    Application of SU ( 1,1 ) Coherent States to the Parameter Perturbation Theory

  11. 第三,采用f平面、非静力平衡、滤声波模式,讨论了中尺度垂直环流非线性摄动分析及演变方程。

    Third , we study nonlinear perturbation analysis of mesoscale vertical circulation and evolution equation by means of f-plane .

  12. LEO卫星轨道设计中的主要摄动源影响评估

    Evaluation of Effects of Main Perturbation Forces on the LEO Orbit Design

  13. 考虑J2项摄动的卫星编队飞行

    Satellite Formation Flying with J_2 Perturbation

  14. SH波作用下各向异性介质中裂缝的侧向扩展&摄动方法

    Kinking crack under SH-wave in anisotropic media & perturbation method

  15. 半线性系统的Robin边值问题的奇摄动

    Singular Perturbations of Robin Boundary Value Problems for Semilinear Systems

  16. 就SAR卫星本身而言,空间摄动是影响姿态和编队相对运动的主要因素。

    To SAR satellites themselves , the disturbing force is the primary factor which effects the attitude and the formation movement .

  17. 二阶Volterra型积分微分方程的奇摄动

    Singularly perturbed of the second order Volterra type integrodifferential equation

  18. 对低轨卫星(LEO),大气阻尼摄动是主要的定轨误差源。

    For low-earth orbiters ( LEO ), atmospheric drag is the main error source in orbit determination .

  19. 一类线性中立型摄动系统基于LMI方法的反馈镇定

    Feedback Stabilization for a Class of Linear Systems with Structure Disturbances Based on LMI Method

  20. 对定义在特殊复平面区域内的摄动广义Lyapunov矩阵方程解矩阵的估计问题进行了研究。

    The estimation for solution matrix of perturbed generalized Lyapunov equation defined in a special complex plane region is researched .

  21. 组合荷载作用下层合板非线性弯曲的半解析摄动DQ法

    Nonlinear bending of laminated plates under combined transverse and in-plane loads by a semi-analytical approach

  22. Bessel框架及其摄动

    Bessel frame and its perturbation

  23. 在局部区域上的奇摄动非线性方程Robin边值问题解的渐近性态

    Asymptotic Behavior of the Solution for the Singularly Perturbed Robin Boundary Value Problems with Nonlinear Equations in a Part of Domain

  24. 承受均匀载荷的固定夹紧板的非线性弯曲的摄动DQ解

    Nonlinear Bending Analysis of Simply Supported Plates with Immovable Edges by Using the Perturbation Differential Quadrature Method

  25. 本文研究了地球扁率J2项摄动对卫星编队飞行的影响。

    The J 2 effect on satellite formation flying is investigated .

  26. 带多维摄动的稳定线性随机Ito系统的稳定半径的特征在[13]中进行了研究。

    Characterizations of stabil-ity radii of a stable linear stochastic Ito system with respect to structured multi-perturbations were presented in [ 13 ] .

  27. 摄动的Poiseuille流的上游特征值的渐近分析

    Asymptotic Analysis of Eigenvalues for Stationary Perturbation of Poiseuille Flow in the Upstream

  28. 面对大的参数摄动和外部干扰,一旦H∞性能能够满足,跟踪性能便能保证,鲁棒性跟踪问题被转化为一个非线性H∞问题。

    In face of uncertainties and external disturbances , once H_ ∞ property is satisfied , the capability to track input is achieved , the robust performance control problem is formulated as a nonlinear H_ ∞ problem .

  29. 利用U-I特性曲线摄动法分析电压稳定性

    Use of U-I Curves Perturbation to Analyze Voltage Stability

  30. 应用该方法得出了Navier-Stokes方程湍流态的摄动方程,深刻地揭示了湍流的重要物理本性。

    The turbulence perturbation equation of the Navier-Stokes equation has been obtained by using the method , which deeply reveals the physical essence of turbulence .