B)0Which of the following is not true?Increasing system gain increases stabilitypoles farther to the left of imaginary axisimprove speedsteady-state errors are important in the studyof unstable systemsmultiple poles on the imaginary axis improvessystem stabilityConsider a mechanical translational systemhaving mass M=2kg, damping coefficient B=24Ntper meter per second, and spring constant,K=18Nt per meter. The damping ratio is200.5 E)Which of the following functions is most suitablein stability analysis?unit impulseO unit stepO parabolicramp

Answered: Image /qna-images/answer/7d6e99a6-1a7e-4496-a3dd-71a8f308d3d0.jpg

B) Which of the following is not true? Increasing system gain increases stability poles farther to the left of imaginary axis improve speed steady-state errors are important in the study of unstable systems multiple poles on the imaginary axis improves system stability

B) Which of the following is not true? Increasing system gain increases stability poles farther to the left of imaginary axis improve speed steady-state errors are important in the study of unstable systems multiple poles on the imaginary axis improves system stability

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

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Question

B)
0
Which of the following is not true?
Increasing system gain increases stability
poles farther to the left of imaginary axis
improve speed
steady-state errors are important in the study
of unstable systems
multiple poles on the imaginary axis improves
system stability
Consider a mechanical translational system
having mass M=2kg, damping coefficient B=24Nt
per meter per second, and spring constant,
K=18Nt per meter. The damping ratio is
2
0
0.5

E)
Which of the following functions is most suitable
in stability analysis?
unit impulse
O unit step
O parabolic
ramp

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