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ven the lumped parameter model of a second-order system m ÿ +by+ky = F(t), what is the natural frequency and mping ratio, respectively, of the system? A. √k/m,b/2√m D. √k/m, b/2√mk B. √k/b, m/ ?hk C. F/k, y/mbk E. √k/m, 1/2√mk

ven the lumped parameter model of a second-order system m ÿ +by+ky = F(t), what is the natural frequency and mping ratio, respectively, of the system? A. √k/m,b/2√m D. √k/m, b/2√mk B. √k/b, m/ ?hk C. F/k, y/mbk E. √k/m, 1/2√mk

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Given the lumped parameter model of a second-order system mÿ+by+ky = F(t), what is the natural frequency and damping ratio, respectively, of the system? A. √/k/m, b/2√m D. √k/m, b/2√mk F. k/m, √/mk/b B. √k/b, m/ 2bk G. b/k, √/b/2mk C. F/k, y/mbk H. 2π/m, 2/b√mk 1. /k, mkb E. √k/m, 1/2√√mk J. √m/bk, 1/√2
Transcribed Image Text:Given the lumped parameter model of a second-order system mÿ+by+ky = F(t), what is the natural frequency and damping ratio, respectively, of the system? A. √/k/m, b/2√m D. √k/m, b/2√mk F. k/m, √/mk/b B. √k/b, m/ 2bk G. b/k, √/b/2mk C. F/k, y/mbk H. 2π/m, 2/b√mk 1. /k, mkb E. √k/m, 1/2√√mk J. √m/bk, 1/√2
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