- Suppose We Have A Transfer Function With The Bode Plot Shown Below Transfer Function 0 Ttttttt 20 40 Ap Lul 60 1 (9.54 KiB) Viewed 62 times
Transfer Function 0 TTTTTTT -20 -40 (ap) lul -60 -80 -100 103 104 106 107 108 105 frequency (r/s) 200 TIT 100 phase ) 0 -100 -200 103 104 105 106 107 108 frequency (r/s) a. What kind of filter is this and how do you know?
b. How many zeros are there? Estimate the zeros of the transfer function. Justify your answer. The values of the zeros must be within 5% or better (in magnitude and phase) to obtain credit. Number of Zeros = Justification: Estimated Zero Values: (if complex, express in polar form with magnitude in r/s and phase in degrees) How did you estimate these values?
c. How many poles are there? Estimate the poles of the transfer function. Justify your answer. The values of the poles must be within 5% or better (in magnitude and phase) to obtain credit. Number of Poles = Justification: Estimated Pole Values (if complex, express in polar form with magnitude in r/s and phase in degrees) How did you estimate these values?
. d. Write the estimated transfer function H(s). Be sure to include the gain. Using Matlab, plot your estimate and the supplied data on the same axes. H(s) =