1 answer

How can we do the same thing but for the mass 1? Thank you! Consider a...

Question:

Consider a two-mass-spring flexible mechanical system given below. Mass 1 Mass 2 In the system, u(t) is the input force, k =

How can we do the same thing but for the mass 1?

Thank you!

Consider a two-mass-spring flexible mechanical system given below. Mass 1 Mass 2 In the system, u(t) is the input force, k = 1 is the spring constant, #1 and x2 are, respectively, the displacements of Mass 1 and Mass 2, which have masses of mı = m2 = 1. Assume that there is no friction on the surfaces. (a) Drive a differential equation of the mechanical system in terms of the displacement of Mass 2, i.e. X2

Answers

x K m2 mi We have to derive a differential equation of the mechanical System in terms of the displacement of Mass 1.i.ex, TotNow differentiating equ ® both sides with respect to t. d3x, dt3 tk da, dt again differentiating 2 = 1/2 (m, dox + k d²x, + k

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