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Question 2: = A discrete-time low-pass filter to be designed using bilinear transformation (Ta = 1) on the continuous-ti
Posted: Fri May 20, 2022 7:52 pm
by answerhappygod
- Question 2 A Discrete Time Low Pass Filter To Be Designed Using Bilinear Transformation Ta 1 On The Continuous Ti 1 (48.65 KiB) Viewed 50 times
Question 2: = A discrete-time low-pass filter to be designed using bilinear transformation (Ta = 1) on the continuous-time butterworth filter, with specification as follows 0.8 < |H() <1, 0 < W<0.251, H(e) <0.15, 0.351 < W<TT. = a) Design a continuous-time butterworth filter, having magnitude-squared function H(2)2 = H(s)H(-s) Is=jn. to exactly meet the specification at the passband edge. b) Plot the poles in the s-plane for H(S) H(-s) c) Use the poles in the left-half of the s plane to find the system function of the discrete-time low- pass Butterworth filter.