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Frequencies and normal modal matrix of a damped 2 DOF system are given as: and w = 1.850 Where g = gravity (m/s) and
Frequencies and normal modal matrix of a damped 2 DOF system are given as: and w = 1.850 Where g = gravity (m/s) and L = length Normal Modal matrix = [ --:707] 707 -.7071 1 W = .764 If the system is excited by F2 (t) as shown below, determine (x1(t)}. You do not need to solve the (x integral. Note: F(t)=0 $== where is the damping factor 30 pts F(t) w t
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Discrete and Combinatorial Mathematics An Applied Introduction
Authors: Ralph P. Grimaldi
5th edition
201726343, 978-0201726343
