登录
首页 » matlab » control-system

control-system

于 2013-01-28 发布 文件大小:1KB
0 238
下载积分: 1 下载次数: 21

代码说明:

  matlab code to use control theory to design an output feedback system for a WSCC generator power system with multiple generators.

下载说明:请别用迅雷下载,失败请重下,重下不扣分!

发表评论

0 个回复

  • eight-chapter
    《MATLAB/Simulink建模与仿真实例精讲》第8章相关例子程序,可以运行。(" MATLAB/Simulink modeling and simulation instance succinctly Chapter 8 of the example program can be run.)
    2013-01-22 11:32:48下载
    积分:1
  • xitongbianshi
    贝叶斯估计,最小二乘法,递推最小二乘法,梯度校正法,增广最小二乘法进行系统辨识(Bayesian estimation, least squares, recursive least squares method, the gradient correction method, the augmented least squares method for system identification)
    2012-01-04 12:37:12下载
    积分:1
  • 2_Hilbert_Q
    基于2对Hilbert移相滤波器的无功功率测量方法(Based on phase 2 on the Hilbert filter method for reactive power measurement)
    2010-10-29 19:09:10下载
    积分:1
  • flo44_msap
    Commande floue de la MSAP
    2012-04-08 02:02:21下载
    积分:1
  • New-folder
    HMM and Gaussian functions and speech recognition..
    2013-11-10 01:26:37下载
    积分:1
  • 114
    1.理解显式差分格式的依赖区域。写出所给微分方程的依赖区域。 2.会求显式差分格式的截断误差。 3.能写出显式差分格式的CFL条件,显式差分格式的稳定性条件,写出显式差分格式的收敛性条件。 (Understanding the explicit difference scheme dependent region. Write to differential equations dependent region. 2 will seek explicit difference scheme truncation error. Explicit Difference Scheme CFL conditions, the stability condition of the explicit difference scheme able to write, write explicit difference scheme convergence conditions.)
    2013-05-21 21:14:55下载
    积分:1
  • y
    说明:  自适应陷波器,的一种实现方法。乐意欢迎大家分享(Adaptive notch filter, a realization method. Pleased to welcome you to share)
    2010-01-21 14:19:41下载
    积分:1
  • WiMAX_TX
    wimax receiver description
    2010-02-05 00:55:38下载
    积分:1
  • powel58998l
    powel optimization method
    2013-12-01 04:01:05下载
    积分:1
  • cgsvd
    CGSVD Compact generalized SVD of a matrix pair in regularization problems. sm = cgsvd(A,L) [U,sm,X,V] = cgsvd(A,L) , sm = [sigma,mu] Computes the generalized SVD of the matrix pair (A,L): [ A ] = [ U 0 ]*[ diag(sigma) 0 ]*inv(X) [ L ] [ 0 V ] [ 0 eye(n-p) ] [ diag(mu) 0 ] where U is m-by-n , sigma is p-by-1 V is p-by-p , mu is p-by-1 X is n-by-n . It is assumed that m >= n >= p, which is true in regularization problems. Reference: C. F. Van Loan, Computing the CS and the generalized singular value decomposition , Numer. Math. 46 (1985), 479-491. Per Christian Hansen, IMM, 12/19/97. Initialization.
    2021-03-25 20:29:14下载
    积分:1
  • 696516资源总数
  • 106914会员总数
  • 0今日下载