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Homework:- 1- The amplitude of vibration of an undamped system is measured to be (1 mm). The phase shift from (t = 0) is to be (2 rad) and the frequency is found to be (5 rad/s). Calculate the initial conditions that caused this vibration to occur. Assume the response is of the form x(t) =A sin(wn.t + o).

Homework:- 1- The amplitude of vibration of an undamped system is measured to be (1 mm). The phase shift from (t = 0) is to be (2 rad) and the frequency is found to be (5 rad/s). Calculate the initial conditions that caused this vibration to occur. Assume the response is of the form x(t) =A sin(wn.t + o).

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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Homework:- 1- The amplitude of vibration of an undamped system is measured to be (1 mm). The phase shift from (t = 0) is to be (2 rad) and the frequency is found to be (5 rad/s). Calculate the initial conditions that caused this vibration to occur. Assume the response is of the form x(t) =A sin(wn.t + p).
Transcribed Image Text:Homework:- 1- The amplitude of vibration of an undamped system is measured to be (1 mm). The phase shift from (t = 0) is to be (2 rad) and the frequency is found to be (5 rad/s). Calculate the initial conditions that caused this vibration to occur. Assume the response is of the form x(t) =A sin(wn.t + p).
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