Find the transfer function H(w) from the magnitude Bode plot shown below.H (dB)-20 dB/decade4020202 20100w (rad/s)

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Answered: Find the transfer function H(w) from…

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...

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A parallel resonant circuit has a resistance of 2 k2 and half-power frequencies of 86 kHz and 90 kHz. Determine: (a) the capacitance (in nF) (b) the inductance (in uH) (c) the resonant frequency (in krad/s) (d) the bandwidth (in krad/s) (e) the quality factor
A Nyquist plot is obtained by plotting the amplitude (NOT in a log scale!) and phase (in degrees) of a transfer function in a single graph. Obtain the amplitude of the following transfer function at a frequency w = 5 rad/s G (jw) jw+a) Gw+2)Gjw+61(jw+c) Use the values: a=1.882, b=4.038 and c=6.433.
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In the circuit shown, the sinusoidal voltage Vent (input voltage) is the input quantity and Vsal (Output voltage )the exit. The parameters are R1 = R2 = 1 k and C = 100mF. Draw the Bode diagrams of magnitude and phase of the circuit. The magnitude, in decibels, and the phase in degrees.} Analyze the Bode diagrams by comparing them with the expected behavior when w→0 and when w→1. Analyze both diagrams and be rigorous in your arguments.
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A parallel RLC resonant circuit has a quality factor Q-80, and a resonant frequency of 200 krad/s. Let R=4002, find the bandwidth of the circuit. OOOO 2000 2500 2400 None
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For the attached transfer function, can you please design a compensator that will cause the system to have a phase margin of at least 60 degrees. But the gain at low frequancys must not be changed (less than 0.1 rad//s). Draw a straight line bode approximation of the compensator and the transfer function seperatly, and then show the added compensated system to show it meets the first requirments.

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Find the transfer function H(w) from the magnitude Bode plot shown below. H (dB) -20 dB/decade 40 20 20 2 20 100 w (rad/s)