2. A damped 2 DOF system with one dashpot between masses 1 and 2 is subjected to a harmonic force having a maximum value of 9 Ib. The physical constants of the system are W1 = 19.3 lb, W2 = 9.65 lb, k1 = 45 lb/in, k2 = 8.1 Ib/in and the damping factor is 0.1. Determine the steady-state %3D %3D %3D amplitude of each mass if the forcing freguency is 114.6 cycles/min.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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2. A damped 2 DOF system with one dashpot between masses 1 and 2 is
subjected to a harmonic force having a maximum value of 9 Ib. The
physical constants of the system are W1 = 19.3 lb, W2 = 9.65 lb, k1 = 45 lb/in,
k2 = 8.1 Ib/in and the damping factor is 0.1. Determine the steady-state
amplitude of each mass if the forcing frequency is 114.6 cycles/min.
%3D
Transcribed Image Text:2. A damped 2 DOF system with one dashpot between masses 1 and 2 is subjected to a harmonic force having a maximum value of 9 Ib. The physical constants of the system are W1 = 19.3 lb, W2 = 9.65 lb, k1 = 45 lb/in, k2 = 8.1 Ib/in and the damping factor is 0.1. Determine the steady-state amplitude of each mass if the forcing frequency is 114.6 cycles/min. %3D
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