Signals & Systems: Continuous and Discrete, 4e Companion Software: C5ex1.m - File Exchange

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Highlights from
Signals & Systems: Continuous and Discrete, 4e Companion Software

[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
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from Signals & Systems: Continuous and Discrete, 4e Companion Software by Rodger Ziemer
Companion Software for Signals & Systems: Continuous and Discrete, 4e

C5ex1.m

x1 = sym('cos(omega_0*t)');     % Define x1
x1                              % Display x1
X1 = laplace(x1);               % Laplace transform x1
X1                              % Display X1
x2 = sym('sin(omega_0*t)');     % Define x2
x2                              % Display x2
X2 = laplace(x2);               % Laplace transform x2
X2                              % Display X2
pretty(X2)                      % Pretty print X2
x2_p = ilaplace(X2)             % Inverse Laplace transform X2
x2_p                            % Display x2_p

Highlights from Signals & Systems: Continuous and Discrete, 4e Companion Software

Highlights from
Signals & Systems: Continuous and Discrete, 4e Companion Software