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For the following mechanical systems, obtain the equations of motion in Laplace domain

For the following mechanical systems, obtain the equations of motion in Laplace domain

Power System Analysis and Design (MindTap Course List)
Power System Analysis and Design (MindTap Course List)
6th Edition
ISBN:9781305632134
Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Chapter8: Symmetrical Components
Section: Chapter Questions
Problem 8.1P
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For the following mechanical systems, obtain the equations of motion in Laplace domain.
45% 10:29 ← Guia 6.pdf 5 : erencia X₁(s)/F(s) y X₂(s)/F(s). Se desea obtener con MATLAB la expansión nes parciales de dichas funciones de transferencia, así como también sus pol os. fv, = 1 N-s/m K= 1 N/m 0000 f(1) - fv,= 1 N-s/m M₂ = 1 kg fv,= 1 N-s/m fv₂ = 1 N-s/m 2 N-s/m 6 N/m 0000 4kg f(1) M₁ = 8 kg Frictionless M₁ = 1 kg 2 N-s/m 1 N/m oooo 4 N-s/m X₂(7) -0000 6 N/m 4 kg Frictionless M₂=3 kg TIILIIN 3₂(1) 4 kg Frictionless A₂(1) 0000 16 N-s/m 15 N/m Frictionless 2 N-s/m
Transcribed Image Text:45% 10:29 ← Guia 6.pdf 5 : erencia X₁(s)/F(s) y X₂(s)/F(s). Se desea obtener con MATLAB la expansión nes parciales de dichas funciones de transferencia, así como también sus pol os. fv, = 1 N-s/m K= 1 N/m 0000 f(1) - fv,= 1 N-s/m M₂ = 1 kg fv,= 1 N-s/m fv₂ = 1 N-s/m 2 N-s/m 6 N/m 0000 4kg f(1) M₁ = 8 kg Frictionless M₁ = 1 kg 2 N-s/m 1 N/m oooo 4 N-s/m X₂(7) -0000 6 N/m 4 kg Frictionless M₂=3 kg TIILIIN 3₂(1) 4 kg Frictionless A₂(1) 0000 16 N-s/m 15 N/m Frictionless 2 N-s/m
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