H (dB) A 20 0 0.1 -20 0.2 Y O a. H(s) = 1920s / [(s + 16).(s+24)] O b. H(s) = 5760s/ [(s + 16).(s+24)] O c. H(s) = 1152s/ [(s + 32).(s+48)] Od. H(s) = 2560s/ [(s + 16).(s+24)] O e. H(s) = 2304s/ [(s + 32).(s+36)] Of. H(s) = 3840s/ [(s + 16).(s+24)] Og. H(s) = 384s/ [(s + 16).(s+24)] Oh. H(s) = 1536s/ [(s + 32).(s+72)] 10X 10Y 100X Question 2) Which of the following can be the H(s) transfer function, whose amplitude bode diagram is given above. In the figure, X=16 and Y=24. 22) The Bode magnitude plot of H(w) is shown in above figure. Which one can be its transfer function H(s). In the above figure X=16 and Y=24. 3

H (dB) A 20 0 0.1 -20 0.2 Y O a. H(s) = 1920s / [(s + 16).(s+24)] O b. H(s) = 5760s/ [(s + 16).(s+24)] O c. H(s) = 1152s/ [(s + 32).(s+48)] Od. H(s) = 2560s/ [(s + 16).(s+24)] O e. H(s) = 2304s/ [(s + 32).(s+36)] Of. H(s) = 3840s/ [(s + 16).(s+24)] Og. H(s) = 384s/ [(s + 16).(s+24)] Oh. H(s) = 1536s/ [(s + 32).(s+72)] 10X 10Y 100X Question 2) Which of the following can be the H(s) transfer function, whose amplitude bode diagram is given above. In the figure, X=16 and Y=24. 22) The Bode magnitude plot of H(w) is shown in above figure. Which one can be its transfer function H(s). In the above figure X=16 and Y=24. 3

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

See similar textbooks

Similar questions

HI, can you get the transfer function of this diagram? Thank you!
(can you solve it fast?) Which ones are correct about Nyquist's Theorem in sampling? I. Relates the conditions on the time and frequency planes ii. Helps quantize iii. They determine the bandwidth requirement iv. Returns the spectrum of the sign
A robotic system with transfer function ?(?) =(100)/(s(0.1s+1)(0.1s +1)) is controlled with gain K as shown in the figure. A)To analyze the frequency response of this system, draw the Nyquist graph. B)Apply the Nyquist stability criterion. C)Verify the stability analysis you made in part (b) by plotting root locus plots for the positive and negative values of the K gain. D)Calculate the gain value that makes this system borderline stable and show it on Nyquist and Root locus graphs. E)Calculate the gain margin, phase margin, gain crossover frequency and phase crossover frequency values. F)Explain whether the system is stable over the gain margin and phase margin values. WE NEED TO SOLVE THE PROBLEM IMMEDIATELY. PLEASE HELP.
What circuit is the structure in the way? briefly explain its function? Calculate the cutoff frequency of the given circuit and draw the response graph.
a) Explain the drawing rules and formulas of the Nyquist curve. b) G(?)=K [(S−1)(S−2) / (S+2)(S+3)] ; Construct nyquist curves for K=1, 5/3, 9 values. Write down the Nyquist stability criterion and explain whether the system is stable or not. c) Define the gain and phase margin, this time on the nyquist curve.
1. Finding the closed loop transfer function of the system2.What is the steady state error of the system when a unit ramp signal is applied to its input?3. Given Km=5 and Kb=0.01, what should be the K value for a steady-state error to occur at the unit ramp input of the system?
1- Explain the principle of direct method generation of FM signal.2- What is the difference between narrowband FM and wideband FM refer tothe spectral component of the two signals.3- Compare the S/N ratio of:a) AM DSB-LCb) AM SSB-SCc) FM4- Explain the operation of frequency demodulation by using the PLL method.5- Explain what Carson's rule is.
What is the z-transfer function of the system
Type your question here A DSB - SC receiver shown in figure below. The channel noise PSD is 7/2 with 7 = 10-7. The PSD of the modulating signal f(t) is shown in the other %3D figure: (a) Determine the receiver output noise power S. (b) Determine the receiver noise output power No. (c) If the output SNR is required be at least30dB, determine the minimum value of (x) and corresponding power of (t).
What is the difference between classical or frequency domain and modern or time domain? And give an REAL LIFE example for each domain.
When the unit step function is applied to the input of the control system given below, the peak time of the output signal is 0.59 s and the settlement time is 0.88 s. It is also known that the steady state error of the system is 10% for the same input. So what is the unknown K2 value in the transfer function? calculate.
sketch the root locus if or the system shown in the figure 2 and answer the following questions the forward transfer function is given by please i need help with 1,2,3,4,5,6