No BSD License
-
[ret,x0,str,ts,xts]=c2ex22(t,...
C2EX22 is the M-file description of the SIMULINK system named C2EX22.
-
[ret,x0,str,ts,xts]=c2ex23(t,...
C2EX23 is the M-file description of the SIMULINK system named C2EX23.
-
[ret,x0,str,ts,xts]=ex2_20(t,...
EX2_20 is the M-file description of the SIMULINK system named EX2_20.
-
cmb_fn(t,t_rep,t_width,delta)
cmb_fn(t,t_rep,t_width,delta). This function generates a comb of unit impulses centered
-
cub_fn(t)
cub_fn(t): This functions generates a unit cubic function
-
impls_fn(t, delta)
A function generating a rectangular approximation for
-
par_fn(t)
par_fn(t): This function generates a unit parabola function
-
rmp_fn(t)
Function for generating a unit step
-
rsd_cos(t)
Function to compute raised cosine and derivatives
-
trngl_fn(t)
This function generates a triangle centered at zero
-
u=stp_fn(t)
-
xa_fn(t)
Function to compute xa for problem 1-18
-
xb_fn(t)
Function to compute xb for problem 1-18
-
y=pls_fn(t)
pls_fn(t): This function generates a rectangle centered at zero
-
AEex1.m
-
AEex4.m
-
AEex5.m
-
AEex6.m
-
C1ex15.m
-
C5ex1.m
-
C5ex10.m
-
C5ex12.m
-
C5ex14.m
-
C6ex13.m
-
C8ex10.m
-
C8ex12.m
-
C8ex13.m
-
C8ex9.m
-
C8ex9b.m
-
C9ex14.m
-
C9ex15.m
-
c10ex1.m
-
c10ex12.m
-
c10ex13.m
-
c10ex16.m
-
c1ex16.m
-
c2ex14.m
-
c2ex5.m
-
c2ex8.m
-
c3ex10.m
-
c3ex11.m
-
c3ex13.m
-
c3ex4.m
-
c3ex6.m
-
c4ex11.m
-
c4ex19.m
-
c4ex2.m
-
c4ex21.m
-
c4ex8.m
-
c5ex4.m
-
c5ex5.m
-
c5ex8.m
-
c6ex1.m
-
c6ex2.m
-
c6ex5.m
-
c6ex7.m
-
c7ex10.m
-
c7ex4.m
-
c7ex5.m
-
c7ex6.m
-
c7ex9.m
-
c8ex7.m
-
c8ex8.m
-
c9ex1.m
-
c9ex5.m
-
c9ex7.m
-
View all files
from
Signals & Systems: Continuous and Discrete, 4e Companion Software
by Rodger Ziemer
Companion Software for Signals & Systems: Continuous and Discrete, 4e
|
| cmb_fn(t,t_rep,t_width,delta) |
% cmb_fn(t,t_rep,t_width,delta). This function generates a comb of unit impulses centered
% at t = 0 spaced by t_rep and of total duration t_width.
%
function y = cmb_fn(t,t_rep,t_width,delta)
L = length(t);
N = round(t_width/t_rep+1);
y = zeros(size(t));
for n = 1:N
y=y+impls_fn(t-(n-1)*t_rep+(N-1)*t_rep/2,delta);
end
|
|
Contact us at files@mathworks.com