代码搜索：sequence
找到约 10,000 项符合「sequence」的源代码
代码结果 10,000
www.eeworm.com/read/387887/8649600
m p1_4.m
% Program P1_4
% Generation of a sinusoidal sequence
n = 0:40;
f = 0.1;
phase = 0;
A = 1.5;
arg = 2*pi*f*n - phase;
x = A*cos(arg);
clf; % Clear old graph
stem(n,x); % Plot the
www.eeworm.com/read/186987/8886248
m p1_4.m
% Program P1_4
% Generation of a sinusoidal sequence
n = 0:40;
f = 0.1;
phase = 0;
A = 1.5;
arg = 2*pi*f*n - phase;
x = A*cos(arg);
clf; % Clear old graph
stem(n,x); % Plot the generated
www.eeworm.com/read/282660/9077219
m p1_4.m
% Program P1_4
% Generation of a sinusoidal sequence
n = 0:40;
f = 0.1;
phase = 0;
A = 1.5;
arg = 2*pi*f*n - phase;
x = A*cos(arg);
clf; % Clear old graph
stem(n,x); % Plot the
www.eeworm.com/read/180485/9305430
m program_8_11.m
% Program 8_11
% Computation of Linear Convolution Using DFT
%
g = input('Type in first sequence = ');
h = input('Type in second sequence = ');
ga = [g zeros(1,length(h)-1)];
ha = [h zeros(1,len
www.eeworm.com/read/167781/9952790
m program_8_11.m
% Program 8_11
% Computation of Linear Convolution Using DFT
%
g = input('Type in first sequence = ');
h = input('Type in second sequence = ');
ga = [g zeros(1,length(h)-1)];
ha = [h zeros(1,len
www.eeworm.com/read/165851/10049033
m program_8_11.m
% Program 8_11
% Computation of Linear Convolution Using DFT
%
g = input('Type in first sequence = ');
h = input('Type in second sequence = ');
ga = [g zeros(1,length(h)-1)];
ha = [h zeros(1,len
www.eeworm.com/read/163777/10145812
m program_8_11.m
% Program 8_11
% Computation of Linear Convolution Using DFT
%
g = input('Type in first sequence = ');
h = input('Type in second sequence = ');
ga = [g zeros(1,length(h)-1)];
ha = [h zeros(1,len
www.eeworm.com/read/357506/10208337
m program_7_1.m
% Program 7_1
% Illustration of Deconvolution
%
Y = input('Type in the convolved sequence = ');
H = input('Type in the convolving sequence = ');
[X,R] = deconv(Y,H);
disp('Sequence x[n]');disp(X
www.eeworm.com/read/357506/10208379
m program_11_11.m
% Program 11_11
% Computation of Linear Convolution Using DFT
%
g = input('Type in first sequence = ');
h = input('Type in second sequence = ');
ga = [g zeros(1,length(h)-1)];
ha = [h zeros(1,le
www.eeworm.com/read/160929/10469715
m p1_4.m
% Program P1_4
% Generation of a sinusoidal sequence
n = 0:40;
f = 0.1;
phase = 0;
A = 1.5;
arg = 2*pi*f*n - phase;
x = A*cos(arg);
clf; % Clear old graph
stem(n,x); % Plot the generated