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1. A unity feedback system G(s) = $²(s+1)($²+28+2). The slope of the low frequency asymptote is A. -20dB/dec B. -40dB/dec C. -80dB/dec D. 80dB/dec 2. The effect of addition of pole increases the system A. Order B. Type C. Order and type D. None 3. If the open-loop system is stable, according to the Nyquist stability criterion, the frequency response of the closed-loop system will A. encirlce r/2 times the point (-1,0j), where r- number of poles in RHP B. encirlce r/4 times the point (-1,0j), where r - number of poles in RHP C. not encircle D. encirlce r times the point (-1,0j), where r - number of poles in RHP

1. A unity feedback system G(s) = $²(s+1)($²+28+2). The slope of the low frequency asymptote is A. -20dB/dec B. -40dB/dec C. -80dB/dec D. 80dB/dec 2. The effect of addition of pole increases the system A. Order B. Type C. Order and type D. None 3. If the open-loop system is stable, according to the Nyquist stability criterion, the frequency response of the closed-loop system will A. encirlce r/2 times the point (-1,0j), where r- number of poles in RHP B. encirlce r/4 times the point (-1,0j), where r - number of poles in RHP C. not encircle D. encirlce r times the point (-1,0j), where r - number of poles in RHP

Introductory Circuit Analysis (13th Edition)
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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1. A unity feedback system G(s) A. -20dB/dec B. -40dB/dec C. -80dB/dec D. 80dB/dec 10(8+2) s² (s+1)(8²+28+2)* 2. The effect of addition of pole increases the system A. Order B. Type C. Order and type D. None The slope of the low frequency asymptote is 3. If the open-loop system is stable, according to the Nyquist stability criterion, the frequency response of the closed-loop system will A. encirlce r/2 times the point (-1,0j), where r - number of poles in RHP B. encirlce r/4 times the point (-1,0j), where r - number of poles in RHP C. not encircle D. encirlce r times the point (-1,0j), where r - number of poles in RHP 4. f the open-loop system is unstable, according to the Nyquist stability criterion, the frequency response of the closed-loop system will A. encirlce r/2 times the point (-1,0j), where r - number of poles in RHP B. encirlce r/4 times the point (-1,0j), where r - number of poles in RHP C. not encircle D. encirlce r times the point (-1,0j), where r- number of poles in RHP 5. In Mikhailov's plot, we take an account the frequency response of A. a full transfer function B. the numerator C. the denominator D. the base
Transcribed Image Text:1. A unity feedback system G(s) A. -20dB/dec B. -40dB/dec C. -80dB/dec D. 80dB/dec 10(8+2) s² (s+1)(8²+28+2)* 2. The effect of addition of pole increases the system A. Order B. Type C. Order and type D. None The slope of the low frequency asymptote is 3. If the open-loop system is stable, according to the Nyquist stability criterion, the frequency response of the closed-loop system will A. encirlce r/2 times the point (-1,0j), where r - number of poles in RHP B. encirlce r/4 times the point (-1,0j), where r - number of poles in RHP C. not encircle D. encirlce r times the point (-1,0j), where r - number of poles in RHP 4. f the open-loop system is unstable, according to the Nyquist stability criterion, the frequency response of the closed-loop system will A. encirlce r/2 times the point (-1,0j), where r - number of poles in RHP B. encirlce r/4 times the point (-1,0j), where r - number of poles in RHP C. not encircle D. encirlce r times the point (-1,0j), where r- number of poles in RHP 5. In Mikhailov's plot, we take an account the frequency response of A. a full transfer function B. the numerator C. the denominator D. the base
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