Equations of motion of a 2 DOF system is given in matrix form as (assume all...

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Equations of motion of a 2 DOF system is given in matrix form as (assume all units are in SI, i.e., masses are in kg, stiffness in N/m and positions are in m); 11{*}+ a) Conduct modal analyses and obtain the equations of motion in modal coordinates. b) Obtain the free response in physical coordinates via modal analyses for initial positions x₁ = 1, x₂ = 0 and zero initial velocities. [106.2 l-53.3 -53.31 (1 53.3 = Equations of motion of a 2 DOF system is given in matrix form as (assume all units are in SI, i.e., masses are in kg, stiffness in N/m and positions are in m); 11{*}+ a) Conduct modal analyses and obtain the equations of motion in modal coordinates. b) Obtain the free response in physical coordinates via modal analyses for initial positions x₁ = 1, x₂ = 0 and zero initial velocities. [106.2 l-53.3 -53.31 (1 53.3 =

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Lets conduct the modal analysis for the given system The equation of motion for a 2DOF system is giv... View the full answer