USING MATLAB
Q2. Determine and plot the frequency response function H(e^jw)
(magnitude and phase normalized in...
USING MATLAB
Q2. Determine and plot the frequency response function H(e^jw)
(magnitude and phase normalized in w). Choose n = [-20, 20].
1. h(n) = (0.9)^│n│
2. h(n) = [ (0.5)^n + (0.4)^n] u(n)
H(s)G(s) = 30(s+2)/(s^3+7s^2+12s)
In MATLAB, Use the function margin to plot log-magnitude, phase,
gain margin, phase margin. Do not use the function bode.
I graphed it using margin, but how do I just get the phase? I got
the gain margin, phase margin, and the cross over frequencies.
Thanks
Please use MATLAB.
Write a program to plot the piecewise function using IF
statements and a FOR loop in MatLab. Use x as the input vector.
Plot from -20<=x<=20, increment of 1.
y = 4 x + 10 ,
? ≥ 9,
y = 5? + 5,
0 ≤ ? < 9,
y = ?2 + 6? + 8, ? < 0
Plot each segment of the fn with different shaped points and a
different color, for...
using matlab, compute and plot y [n] = x [n]* h [n],
where
a. x [n] = h [n] = a^n (0 <=n <=40) & a = 0.5
b. x [n] = cos [n]; h [n] = u [n]; n = 0:4:360
c. x [n] = sin [n] ; h [n] = a^n; n:4:360; a = 0.9
Plot the function y = 10(1 = e-x/4) over the interval 0 ≤ x ≤ xmax, using a while loop to determine the value of xmax such that y(xmax) = 9.8.Properly label the plot. The variable y represents force in newtons, and the variable x represents time in seconds.