b) Construct the Bode plot for the transfer function 100(1+0.2s) G(s)(1+0.1s)(1+0.001s)* and H(s) = 1 From the graph determine: Phase crossover frequency i) Gain crossover frequency ii) Phase margin iii) iv) Gain margin Stability of the system v) b) Construct the Bode plot for the transfer function 100(1+0.2s) G(s)(1+0.1s)(1+0.001s)* and H(s) = 1 From the graph determine: Phase crossover frequency i) Gain crossover frequency ii) Phase margin iii) iv) Gain margin Stability of the system v)
4. Consider the Bode Plots for G(s) (a) In a frequency region where the Bode phase curve is decreasing, which direction is the corresponding Nyquist curve moving ? Clockwise or counterclockwise? (b) Assume that the Bode plots for G(jw)| and the phase ф(w) are correct. Give the corresponding complex value on the Nyquist plot in terms of G(jw) and ф(W) (c) On the Bode plots for GGW)| and ф(W). how much must ф(w) change for there to be three encirclements...
Problem 6 (5 marks) Draw the Bode plots for the system G(s) = 10 Bode Plot .... 1- - .... ... . 20 log M - - - 1111-... - - TH .. 101 100 102 --- - Phase (degrees) .... 101 10 10° Frequency (rad/s)
Sketch the approximate Bode magnitude and phase plots for the following transfer functions by hand. a. G(s) b. G(s)- 200 (s2 +2s)(0.1s +1) s+1 s2 +2s +100
0.1s(s 50)(s 200) G(s) (s+2)(s 2s+100) Consider the transfer function above a) Draw the Bode diagrams of the system, both magnitude and phase, by hand. b) Verify your results by using MATLAB's built-in 'bode' command. 0.1s(s 50)(s 200) G(s) (s+2)(s 2s+100) Consider the transfer function above a) Draw the Bode diagrams of the system, both magnitude and phase, by hand. b) Verify your results by using MATLAB's built-in 'bode' command.
Steps would be much appreciated A.) Sketch each terms magnitude and phase. B.) Plot the bode plot for the function. 14.13 Construct the Bode plots for Gs) 0.1s + D s(s +10) ja
Problem 2 (20 pts) Find the transfer function of the following Bode plots a) G(s)- 10 102 10 105 10 10 10 radrsec
3 Bode sketch 40 pts Sketch the Bode asymptotic magnitude and asymptotic phase plots for G(s)
2. [4pt] Sketch the Bode plots for the system below G(s) = S+ 2 s(s + 1)(s + 3) a. [2pt] Magnitude Response b. [2pt] Phase Response
4. Sketch the Bode Plots of the following transfer function + 0.1)(s + 1) s(s+ 10)(s + 100) H(s) = 10,000