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A forcing function equivalent to an absolute sine function (i.e., |sin(x)|), with a magnitude of F0, and period of T, is applied at t = 0 [s] to a spring-mass system with the following parameters: F = F0*|sin(x)| m = 72 [kg] k = 112 [N/m] F0 = 721 T = 9 dt = 9/1000  x0 = 1 m/s v0 = -1 m/s Using numerical methods, solve for the response of the system.

A forcing function equivalent to an absolute sine function (i.e., |sin(x)|), with a magnitude of F0, and period of T, is applied at t = 0 [s] to a spring-mass system with the following parameters: F = F0*|sin(x)| m = 72 [kg] k = 112 [N/m] F0 = 721 T = 9 dt = 9/1000  x0 = 1 m/s v0 = -1 m/s Using numerical methods, solve for the response of the system.

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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MECH Vibrations: Arbitrary input function

A forcing function equivalent to an absolute sine function (i.e., |sin(x)|), with a magnitude of F0,
and period of T, is applied at t = 0 [s] to a spring-mass system with the following parameters:

F = F0*|sin(x)|
m = 72 [kg]
k = 112 [N/m]
F0 = 721

T = 9

dt = 9/1000 
x0 = 1 m/s
v0 = -1 m/s

Using numerical methods, solve for the response of the system. 

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