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For the system shown in figure below use Lagrange equation to write the equation of motion, then use the result mass and stiffness matrices in Rayleigh method to estimate the fundamental frequency of the system. Taken the displacement vector to be 2 unit for first displacement coordinate and increment by 1 unit for the rest displacement coordinate. Let a=b. 2K Massless Beam K K E Ww E

For the system shown in figure below use Lagrange equation to write the equation of motion, then use the result mass and stiffness matrices in Rayleigh method to estimate the fundamental frequency of the system. Taken the displacement vector to be 2 unit for first displacement coordinate and increment by 1 unit for the rest displacement coordinate. Let a=b. 2K Massless Beam K K E Ww E

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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For the system shown in figure below use Lagrange equation to write the equation of motion, then use the result mass and stiffness matrices in Rayleigh method to estimate the fundamental frequency of the system. Taken the displacement vector to be 2 unit for first displacement coordinate and increment by 1 unit for the rest displacement coordinate. Let a=b. 2K a Massless Beam K K
Transcribed Image Text:For the system shown in figure below use Lagrange equation to write the equation of motion, then use the result mass and stiffness matrices in Rayleigh method to estimate the fundamental frequency of the system. Taken the displacement vector to be 2 unit for first displacement coordinate and increment by 1 unit for the rest displacement coordinate. Let a=b. 2K a Massless Beam K K
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