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Consider the mass excited by the moving base as shown in the figure. m=3 kg. k=3000 N/m, C=100 kg/s, Y=0.1 m, and, determine; a) equation of motion using Newton's laws. Assume small motionsand that.coordinate xft) is measured with respect to static equilibrium position. b) amplitude of the steady state response of the mass. c) force transferred to the mass from the moving base. x(t) y(t) =Y sin et

Consider the mass excited by the moving base as shown in the figure. m=3 kg. k=3000 N/m, C=100 kg/s, Y=0.1 m, and, determine; a) equation of motion using Newton's laws. Assume small motionsand that.coordinate xft) is measured with respect to static equilibrium position. b) amplitude of the steady state response of the mass. c) force transferred to the mass from the moving base. x(t) y(t) =Y sin et

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Consider the mass excited by the moving base as shown in the figure. m=3 kg, k-3000 N/m, C=100 kg/s, Y=0.1 m, and , determine; a) equation of motion using Newton's laws. Assume small motions and that coordinate x(t) is measured with respect to static equilibrium position. b) amplitude of the steady state response of the mass. c) force transferred to the mass from the moving base. x(t) m k y(t) = Y sin ot ww
Transcribed Image Text:Consider the mass excited by the moving base as shown in the figure. m=3 kg, k-3000 N/m, C=100 kg/s, Y=0.1 m, and , determine; a) equation of motion using Newton's laws. Assume small motions and that coordinate x(t) is measured with respect to static equilibrium position. b) amplitude of the steady state response of the mass. c) force transferred to the mass from the moving base. x(t) m k y(t) = Y sin ot ww
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