Use the modal analysis and numerical integration to compute and plot the time response of the system shown. The initial

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Use the modal analysis and numerical integration to compute and plot the time response of the system shown. The initial

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Use The Modal Analysis And Numerical Integration To Compute And Plot The Time Response Of The System Shown The Initial 1
Use The Modal Analysis And Numerical Integration To Compute And Plot The Time Response Of The System Shown The Initial 1 (32.66 KiB) Viewed 10 times
Use The Modal Analysis And Numerical Integration To Compute And Plot The Time Response Of The System Shown The Initial 2
Use The Modal Analysis And Numerical Integration To Compute And Plot The Time Response Of The System Shown The Initial 2 (32.66 KiB) Viewed 10 times
Use the modal analysis and numerical integration to compute and plot the time response of the system shown. The initial conditions are given as (x)} = {0.1 rad the solution should be matlab code {} } = [0.1 m). {0}={8} Using MATLAB please! just. Assume m-5 kg, J-4 kg.m² and k₁-k2-900 N/m, r = 0.3 m, and ₁=2=0.01. Also, assume M=100 cos4nt. The coefficient of friction between the black and the surface is µ-0.13. Note: for the modal analysis, ignore the friction. x(1) e(t) k₁ k₂ www m Frictionless shaft M(1)
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