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Determine the oscillation amplitude and frequency of the mass in the figure below for t₁ st st₂. Assume that the system is vibrating in a steady-state condition during this time period. What is the frequency of vibration from time t₂ on? F = Fo sin wt - AA k = 50 N/m 0.5 kg | c = 1 N· s/m Ft kyt) M F, newtons Fo ᏀᏁᏁᏁᏁᏁᏁᎴ yt) dy(t) dt AAN -12,when excitation stops 10 12 14 t, seconds

Determine the oscillation amplitude and frequency of the mass in the figure below for t₁ st st₂. Assume that the system is vibrating in a steady-state condition during this time period. What is the frequency of vibration from time t₂ on? F = Fo sin wt - AA k = 50 N/m 0.5 kg | c = 1 N· s/m Ft kyt) M F, newtons Fo ᏀᏁᏁᏁᏁᏁᏁᎴ yt) dy(t) dt AAN -12,when excitation stops 10 12 14 t, seconds

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 oscillation amplitude and frequency of the mass in the figure below for t₁ ≤ t ≤ t₂. Assume that the system is vibrating in a steady-state condition during this time period. What is the frequency of vibration from time t₂ on? F = F₁ sin wt k = 50 N/m 0.5 kg c=1 N-s/m F(t) ky(t) ↓↓ M F, newtons Fo AN ᏁᏁᏁᏁᏁᏁᏁᏁᏁ [y(1) dy(t) dt 8 10 -1₂, when excitation stops 12 14 1, seconds
Transcribed Image Text:Determine the oscillation amplitude and frequency of the mass in the figure below for t₁ ≤ t ≤ t₂. Assume that the system is vibrating in a steady-state condition during this time period. What is the frequency of vibration from time t₂ on? F = F₁ sin wt k = 50 N/m 0.5 kg c=1 N-s/m F(t) ky(t) ↓↓ M F, newtons Fo AN ᏁᏁᏁᏁᏁᏁᏁᏁᏁ [y(1) dy(t) dt 8 10 -1₂, when excitation stops 12 14 1, seconds
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