Prob.2. (4pts) Obtain a parallel realization for the following transfer function Obtain a parallel realization for...
8.3. For the transfer function H(s) = find s2+2' (a) an uncontrollable realization, (b) an unobservable realization, (c) an uncontrollable and unobservable realization, (d) a minimal realization 8.3. For the transfer function H(s) = find s2+2' (a) an uncontrollable realization, (b) an unobservable realization, (c) an uncontrollable and unobservable realization, (d) a minimal realization
a.b. c. d. An FIR filter has the transfer function: If the following input sequence is entered into this filter: This will result in the output y[n] In the blank space provided, enter the length of the output sequence yin). Give a numerical answer for this. N, Determine the transfer function of the filter whose z-plane is given below. 0.5 -0.5 0.5 0.5 1.5 Real Part Enter the filter coefficient into the blank spaces below H(z) -2 An FIR filter...
Please solve this question. Thank you. 7) Implement the following filter using direct form 2 realization. (6 Marks) 1 2z-1z-2 H(z0 1 0.1z-1 .07z-2-0.065z-3 7) Implement the following filter using direct form 2 realization. (6 Marks) 1 2z-1z-2 H(z0 1 0.1z-1 .07z-2-0.065z-3
from the following model of a discrete process in the state space obtain its transfer function given by fp(z) = C(ZI – G)-'H. x(k+1) = 11.23 1.63] «(k) + [9] u(k) y(k) = [1 0]x(k)
Problem 5: (20=10+5+5 points) Consider a causal system with the following transfer function (the z-transform) 2 +42-2 H2) = 1 - 52-1 +6 1-52-1 +62- 2 2 < 121 <3. (a) Find the inverse z-transform of H(2). (b) Find the difference equation with input-output relation for this system. (c) Draw the diagram of realization (in form II) for this system.
Find transfer function by differential method A-2-11. Obtain the transfer function of the system defined by 1 10x 0 0 -2 x y= [1 0 01x2
Given H(z) as shown, determine the response y(n) function 6In-3] for all n >= 0) of the system to the discrete impulse H(z) 3z/ (z2 + 2z 2)
Question 2 (10 points) Show all your work) inear time-invariant filter has the following transfer function: 1-3z H(z) 221리> 1+z-z 2 a) Is this filter an IIR or FIR? Explain. b) (1 point) What is the order of this filter? (1 point) (1 point) 5 points) c) Is this filter stable? Explain. d) Determine the impulse response of the system. e) Determine the difference-equation description for the system. (2 points) nd order Question 2 (10 points) Show all your work)...
7.) The transfer function of a transmission channel is given by H(z) = (2+1.4)(2+ + 2z + 4) (z + 0.8) (2 -0.6) In order to correct for the magnitude distortion introduced by the channel on a signal passing through it, we wish to connect a stable and causal digital filter characterized by a system func- tion G(2) at the receiving end. Determine G(z) such that the H(2) G(%) = 1 for | <. A good starting point would be...
2) An electric circuit is shown below. Obtain the transfer function using a system of equations and Cramer's Rule. + voll) 4 6 H 2 O (f 4 H