Equation of motion of a 2 DOF system is given below: Mä + Kr = F where the mass matrix is defined as: 10 M 0 20 and the stiffness matrix is defined as: 3000 -1000 K = -1000 5000 This system is excited by a frequency squared harmonic force. This frequency squared harmonic force is defined as: 10w x cos(wit) F = 20w x cos(wat) | where w = 10rad/s and wa = 20rad/s Calculate the steady-state response of the system.

Equation of motion of a 2 DOF system is given below: Mä + Kr = F where the mass matrix is defined as: 10 M 0 20 and the stiffness matrix is defined as: 3000 -1000 K = -1000 5000 This system is excited by a frequency squared harmonic force. This frequency squared harmonic force is defined as: 10w x cos(wit) F = 20w x cos(wat) | where w = 10rad/s and wa = 20rad/s Calculate the steady-state response of the system.

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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