The equation of motion of a simplified modelmechanical system is given below.of am, oX₁ki+k₂ k₂O+1NA1/2FU10 ma-k₂ k₂|k₂ = 10,000 Nm₁ = 40 kg / m₂ = 130 kg, k₁ = 20,000~m0a) Natural Freequencyb) Find the mass normalized mode shapes of the system.c) Drave the mass normalized mode shapes.

Given : To find : Natural frequency

of a mechanical system is given below. m₂ O X₁ k+k₂ k₂² O + ENER 0 m₂ X₂₁ FU) -k₂ k₂ N m₁ = 40 kg / m₂ = 130 kg, = 150 kg k₁ = 20,000- k₂ = 10,000 N ) m m 0 a) Natural freequency 4 b) Find the mass normalized mode shapes of the system. C) Drave the mass normalized mode shapes. 218

of a mechanical system is given below. m₂ O X₁ k+k₂ k₂² O + ENER 0 m₂ X₂₁ FU) -k₂ k₂ N m₁ = 40 kg / m₂ = 130 kg, = 150 kg k₁ = 20,000- k₂ = 10,000 N ) m m 0 a) Natural freequency 4 b) Find the mass normalized mode shapes of the system. C) Drave the mass normalized mode shapes. 218

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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