CODE:
OUTPUT:
clc;
clear
all;
N
= input('Order = ');
Fp
= input('Passband edge frequency in Hz = ');
Rp
= input('Passband ripple in dB = ');
Rs
= input('Minimum stopband attenuation in dB = ');
%
Determine the coefficients of the transfer function
[num,den]
= ellip(N,Rp,Rs,2*pi*Fp,'s');
%
Compute and plot the frequency response
omega
= [0: 200: 12000*pi];
h
= freqs(num,den,omega);
plot
(omega/(2*pi),20*log10(abs(h)));
xlabel('Frequency,
Hz'); ylabel('Gain, dB');
OUTPUT:
Order = 5
Passband edge frequency in Hz = 2000
Passband ripple in dB = 1
Minimum stopband attenuation in dB = 40
how did you get this?
ReplyDeleteomega = [0: 200: 12000*pi];