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Plot the free – vibration response of a viscously damped system with m = 4 kg, k = 2500 N/m, x, = 100 mm, v, = -10 m/s, At = 0.01 s, n = 50 for the following values of the damping constant: а. C = 200 Ns/m b. c = 400 Ns/m Find the frequency of oscillation and solution for the systems governed by the following equation: а. b. Find the response of the systems governed by the following equations of motion for the initial conditions, x(0) = 0 cm, and а. b. Redo item 3.a and 3.b with boundary conditions x(0) = 1 cm, and

Plot the free – vibration response of a viscously damped system with m = 4 kg, k = 2500 N/m, x, = 100 mm, v, = -10 m/s, At = 0.01 s, n = 50 for the following values of the damping constant: а. C = 200 Ns/m b. c = 400 Ns/m Find the frequency of oscillation and solution for the systems governed by the following equation: а. b. Find the response of the systems governed by the following equations of motion for the initial conditions, x(0) = 0 cm, and а. b. Redo item 3.a and 3.b with boundary conditions x(0) = 1 cm, and

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
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Plot the free - vibration response of a viscously damped system with m = 4 kg, k = 2500 N/m, x, = 100 mm, v, = -10 m/s, At = 0.01 s, n = 50 for the following values of the damping constant: c = 200 Ns/m b. c = 400 Ns/m а. Find the frequency of oscillation and solution for the systems governed by the following equation: а. b. Find the response of the systems governed by the following equations of motion for the initial conditions, x(0) = 0 cm, and а. b. Redo item 3.a and 3.b with boundary conditions x(0) = 1 cm, and
Transcribed Image Text:Plot the free - vibration response of a viscously damped system with m = 4 kg, k = 2500 N/m, x, = 100 mm, v, = -10 m/s, At = 0.01 s, n = 50 for the following values of the damping constant: c = 200 Ns/m b. c = 400 Ns/m а. Find the frequency of oscillation and solution for the systems governed by the following equation: а. b. Find the response of the systems governed by the following equations of motion for the initial conditions, x(0) = 0 cm, and а. b. Redo item 3.a and 3.b with boundary conditions x(0) = 1 cm, and
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