7. Determine the system function, magnitude response, and phase response of the fol ttern to expl...
no need for pole-zero plot
7. Determine the system function, magnitude response, and phase response of the fol- lowing systems and use the pole-zero pattern to explain the shape of their magnitude response (a) y[n] = 1(x(n]-x(n-1), ln -2
2. Consider a second IIR filter a. Determine the system function H(z), pole-zero location (patterns), and plot the pole-zero pattern. b. Determine the analytical expression for frequency response, magnitude, and phase response. c. Choose b so that the maximum magnitude response is equal to 1. d. Plot the pole-zero pattern and the magnitude of the frequency response as a function of normal frequency.
2. Consider a second IIR filter a. Determine the system function H(z), pole-zero location (patterns), and plot...
[21.(20) A system function is given by H:)= (1+) 1+0.5 (a) Determine all frequencies for which the response to rin cosn) is equal to zero. (between - and + (b) Determine the impulse response. [2).(20) An IIR filter is given by yn ln-1+rln]+rin- 1]+rln-2). The input is given by zin= (uln} (a) Find the transient response. (b) Find the steady-state response
[21.(20) A system function is given by H:)= (1+) 1+0.5 (a) Determine all frequencies for which the response to...
just do E and G
Determine and sketch the magnitude and phase response of the following systems (a) y(n) l(n)x(n 1] (b) y(n) lx(n) -x(n 1] 5.4 (d) y(n) x(n1)+x(n 1)] (D y(n) x(n) r(n 2)] (g) y(n) = (n) + x(n-1) + x(n-2)] (h) y(n)=x(n)-x(n-8) (i) y(n) 2x(n -1) - x(n -2) (k) yn)(n) +3x(n -1) +3x(n -2) +r(n 3)] xin- (m) y(n)=x(n +4) (n) y(n)-| [x(n)-2X (n-1) +x(n-2)]
Given a system magnitude and phase frequency response below, and an input signal x(n) = cos(2*pi*n/3), find the output y(n) from the system. (25 pts) Magnitude Response Omega pi2 atomegapi Phase Response -pv2 at omega-pl omega
0.1311(22 2z1 5. The transfer function of a system is H(z) = z2-0.74780.2722 a) Find the frequency response function of the system b) Let xn] 1 cos(0.2nt)+cos(0.45n7). Find the steady-state response. Use Matlab c) Plot the magnitude and phase response using Matlab
0.1311(22 2z1 5. The transfer function of a system is H(z) = z2-0.74780.2722 a) Find the frequency response function of the system b) Let xn] 1 cos(0.2nt)+cos(0.45n7). Find the steady-state response. Use Matlab c) Plot the magnitude and...
1. An LTI system has the transfer function (or frequency response) H(u)- a) What is the magnitude of H()? b) What is the phase of H(u)? c) Determine the impulse response of this system. d) Find the differential equation between the input and output of this system. e) What is the output of the system to the input x()c
Determine the system function, impulse response, and zero-state response of the system shown in the below Figure x(n) y(n) 7-1
10 GH = 60 B) For the system shown in 6A calculate the magnitude and phase of response for a unit input with an operating speed of w=1.0 rad/sec. C) Identify the system's bandwidth, phase and gain margin as applicable directly on the asymptotic Bode plot drawn in 6A. D) Based on the phase and gain margin values found in 6C is the system stable?Yes / No) E) Apply gain compensation and solve for a new value of K for...
Q13,Q14 please.
25 For the system with transfer function G(S) [13] draw the bode (magnitude and s2+4s+25 phase) plot on the semi-log paper. [14] The frequency response test ona system yielded the following data: db 0.1 -14 900 610 450 0.5 1 5 5 10 00 10 7.5 -450 50 19 -1360 100 -31 -1800 Plot the data on a semi-log graph sheet. And, also determine the system transfer function in a frequency domain.
25 For the system with transfer...