Analysis of Spring-Mass Systems and Damping Effects
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2.1) compute d magnitude of d 4ced response 4 d 2 cases ω = 2.1 rad>s &
ω = 2.5 rad>sec
2.2) compute d 2tal response of d system if d driving frequency is 2.5 rad>s & d
initial position & velocity r both zero
2.3)compute d response of a spring–mass system modeled by equ8on (2.2) 2 a 4ce of
magnitude 23 n,driving frequency of twice d natural frequency
2.5)calcul8 d natural frequency & d driving frequency of d system.
2.6)an airplane wing modeled as a spring–mass system with natural frequency 40 hz is driven harmonically by d rot8on of its engines @ 39.9 hz
2.7)compute d 2tal response of a spring–mass system with d following values: k 1000 n>m,m = 10 kg
2.8)compute d 2tal response of a spring–mass system with d following... Continue reading "Analysis of Spring-Mass Systems and Damping Effects" »