Question 10 Q10e Not complete Flag question a) What is the zero of this function in...
Question 12 Consider the magnitude of the Bode plot for the following network function Gliw)= 107 Uw) (1+jw)(10+ jw)(103+Jw)(10* + Jw) What value below is the best approximation for the value of G(jw) at w= 100 rad/s? e 10 dB 20 dB -20 dB 0 0 dB
QUESTION 1 Given the transfer function for a control system: 10 G(s) (1 + s)(0.5s + 1) 1.1 Determine the polar representation: Magnitude (gain) and Phase (polar form), as a function of angular frequency w. Show steps. (6) 1.2 Make use of the table below and determine the Magnitude, Magnitude (in dB) and phase for the indicated frequencies. (rad/sec) G(jw)- Magnitude Gain [dB] = 20 log10 Magnitude Phase [degrees] 0.5 5 50
Problem 2 An RC circuit ( with an active component) has the following transfer function (where R and Care positive) H(s) - Vout(8) _R|| R/10k12 Vin(8) 10KN 1 + $RC Where s = jw Find the value of the resistor and the value of the capacitor so that: for w = 0 rad/s, H(jw)lde = +12dB at f = 1kHz, |H(jw)lab = +9dB Problem 3 The transfer function of a circuit is given by H(S) = Vout(s) Vin(s) Where s...
For the system transfer function given by: s +10 $2 x (82100.+10) 1. Identify each term in the transfer function (constant, poles, zeros) (a) For any constant terms, what is the dB magnitude? What is the phase angle? (b) For any real poles not at the origin, what is the break frequency? (c) For any real zeros not at the origin, what is the break frequency? 2. Give the value of the DB magnitude and phase angle at w =...
Chapter 12, Problem 12.21 (Multistep) Part 1 Correct. Sketch the magnitude characteristic of the Bode plot for the transfer function 30(0.060 * jo + 1) jojo + 1)(0.0024 * ja + 1) H0) = Shown here is the radian frequency axis for w > 0. The labeled frequencies represent the break frequencies in the transfer function H(o) (not necessarily drawn to scale). -+ W + w W3 W (rad/sec) What are the numerical values of the break frequencies w1, wz,...
For the given transfer function: Ho-2where s 5 (s s (s +10) where s =j w Sketch the approximate Bode plots (amplitude and phase). Label all the amplitude values in db, phase values in degrees, the slopes in db/dec, and the corner frequencies in rad/sec.. a. b. If the gain of the transfer function given above, H(s), increased by a factor of 10 (from 5 to 50), what will happen to the approximate Bode plots (amplitude and phase) that you...
QUESTION #2 PLEASE 1. Derive the transfer function for the circuit shown below. Plot H(s) versus frequency in Hertz, on a semilog scale. Ri 11.3 k Ri 22.6 k R R = 68.1 kN R3 C C 0.01 uF R2 Vout(s) Vin(s) C2 10 (s+5) H(s) = (s+100)(s5000) , (a) draw the magnitude Bode plot 2. For the transfer function and find the approximate maximum value of (H(jw) in dB, (b) find the value of w where 1 for w>5...
Prepare the Bode Plot of the following transfer function (show only the asymptotes Gls)-1,000 s (s 1)s+1000PV (s+10P (s+10011 The amplitude at w-0.1 rad/sec the slope between 0.1 rad/s and 1 rad/s db db/dec, db/dec the slope between 1 rad/s and 10 rad/s the slope between 10 rad/s and 100 rad/s db/dec db/dec the slope between 100 rad/s and 1,000 rad/s db/dec, the slope between 1,000 rad/s and 10,000 rad/s phase angle at 0.001 rad/s degrees, phase angle at 10,000...
Hw 10 Problem 2 2. Draw the magnitude characteristic of the Bode plot of the following transfer function: HG) = (s +5)(s +10) 5 + 5 + 10) a) Identify the poles and zeros. Enter values beginning with the poles and zeros whose real parts are closest to the origin in the complex plane. b) Identify the breakpoint frequencies. Enter the breakpoints in increasing order. c) Express the transfer function in the standard form: H(S) = (Tpis + 1)(Tp25 +...
Sketch the bode plot of a signal conditioner with the transfer function G(s) in the provided graph and calculate the bandwidth of this signal conditioner. GO 10s +1 S2 + 10s + 24 Table 2 Components in G(S) Asymptotes for Magnitude Asymptotes for Phase 20 log,0 1G(jw) Frequency-rad/sec Phase - degrees Frequency - rad/sec