代码搜索：z-transform
找到约 166 项符合「z-transform」的源代码
代码结果 166
www.eeworm.com/read/264746/11302970
m prog4d1.m
%
% m-file to compute the first 5 values of the
% inverse z-transform using the power series method
% (Program 4D.1, p235; program name: prog4d1.m)
clc;
n = 5; % number of power series poi
www.eeworm.com/read/264745/11303029
m ex4d2.m
%
% Program 4D.1 (m-file to compute the first 5 values of the
% inverse z-transform using the power series method (ex4d2.m)
%
n = 5; % number of power series points
N1 = [1 -1.122346 1]; D1
www.eeworm.com/read/295657/8148014
m c8ex13.m
syms n z % Declare symbolic
xn = (1/2)^n; % Define x(n)
hn = (1/3)^n; % Define h(n)
xz = ztrans(xn,n,z); % Z-transform x(n)
hz = ztrans(hn,n,z); % Z-transform
www.eeworm.com/read/108859/15574051
m examp60.m
clc,echo on
%EXAMPLE 60
[Xn, Xd]=ztr([2 0.5 0 0 0 0]); % z-transform of input
N=[3, 3]; D=[1, 5, 6]; IC=[2; 4]; % H(z) and initial conditions
[yt, yzs, yzi]=
www.eeworm.com/read/180485/9305489
m program_03_10.m
% Program 3_10
% Partial-Fraction Expansion to Rational z-Transform
%
r = input('Type in the residues = ');
p = input('Type in the poles = ');
k = input('Type in the constants = ');
[num, den] =
www.eeworm.com/read/176500/9495766
m prog4d2.m
%
% m-file for finding the partial fraction expansion of a z-transform
% (Program 4D.2, p237; programe name: prog4d2.m)
%
N1=[1 -1.122346 1];
N2=[1 -0.437833 1];
N3=[1 1 0];
D1=[1 -1.433509 0.
www.eeworm.com/read/168454/9912440
m prog4d2.m
%
% m-file for finding the partial fraction expansion of a z-transform
% (Program 4D.2, p237; programe name: prog4d2.m)
%
N1=[1 -1.122346 1];
N2=[1 -0.437833 1];
N3=[1 1 0];
D1=[1 -1.433509 0.
www.eeworm.com/read/167781/9952839
m program_03_10.m
% Program 3_10
% Partial-Fraction Expansion to Rational z-Transform
%
r = input('Type in the residues = ');
p = input('Type in the poles = ');
k = input('Type in the constants = ');
[num, den] =
www.eeworm.com/read/165851/10049100
m program_03_10.m
% Program 3_10
% Partial-Fraction Expansion to Rational z-Transform
%
r = input('Type in the residues = ');
p = input('Type in the poles = ');
k = input('Type in the constants = ');
[num, den] =
www.eeworm.com/read/163777/10145901
m program_3_10.m
% Program 3_10
% Partial-Fraction Expansion to Rational z-Transform
%
r = input('Type in the residues = ');
p = input('Type in the poles = ');
k = input('Type in the constants = ');
[num, den] =