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Determine the steady-state amplitude of angular oscillation for the system of Fig. 3L 4 Slender bar of mass m k= 2 x 10 N-s c = 400 m L-1.2 m m = 10 kg Y = 0.01 m 0 = 350 rad smL²ö + ¢L²Ò + %KL²0 = }kLy(t) = kYL sin wt = 0.0188 rad = 1.08° z|E

Determine the steady-state amplitude of angular oscillation for the system of Fig. 3L 4 Slender bar of mass m k= 2 x 10 N-s c = 400 m L-1.2 m m = 10 kg Y = 0.01 m 0 = 350 rad smL²ö + ¢L²Ò + %KL²0 = }kLy(t) = kYL sin wt = 0.0188 rad = 1.08° z|E

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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Determine the steady-state amplitude of angular oscillation for the system of Fig. y(1) = Y sin or 3L Slender bar of mass m N k = 2 x 10 C= 400 N-s L= 1.2 m m = 10 kg Y= 0.01 m rad 0 = 350 ismL²Ö + tcL²è + %kL²e kLy(t) = kYL sin wt = 0.0188 rad 1.08°
Transcribed Image Text:Determine the steady-state amplitude of angular oscillation for the system of Fig. y(1) = Y sin or 3L Slender bar of mass m N k = 2 x 10 C= 400 N-s L= 1.2 m m = 10 kg Y= 0.01 m rad 0 = 350 ismL²Ö + tcL²è + %kL²e kLy(t) = kYL sin wt = 0.0188 rad 1.08°
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