In the figure, the suspension system is composed of a damper and spring having the damping and stiffness coefficients of C=60[Ns/m] and K=7200[N/m] respectively. The test rig shown in the figure is used to obtain the oscillation characteristics of the suspension system in the y-direction. The input of the system is given as the road profile as a sine function and it is given by velocity V in x-direction. The tire attached at point O has stiffness of K=10000[N/m] and the lumped mass of the whole system at point O is 2[kg]. K 12 mm 120 mm (a) As a velocity V=6m/s is given as road profile, find the force applied to the suspension system at point O. (4 (b) Find the steady state oscillations of the system due to the acting force that is computed at nart (a). ('` (c) Find the velocity V which will make the system oscillate at resonance frequency. Hint : Τω= 2π
In the figure, the suspension system is composed of a damper and spring having the damping and stiffness coefficients of C=60[Ns/m] and K=7200[N/m] respectively. The test rig shown in the figure is used to obtain the oscillation characteristics of the suspension system in the y-direction. The input of the system is given as the road profile as a sine function and it is given by velocity V in x-direction. The tire attached at point O has stiffness of K=10000[N/m] and the lumped mass of the whole system at point O is 2[kg]. K 12 mm 120 mm (a) As a velocity V=6m/s is given as road profile, find the force applied to the suspension system at point O. (4 (b) Find the steady state oscillations of the system due to the acting force that is computed at nart (a). ('` (c) Find the velocity V which will make the system oscillate at resonance frequency. Hint : Τω= 2π
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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SYSTEM MODELLİNG AND PROCESSİNG
![In the figure, the suspension system is composed of a
damper and spring having the damping and stiffness
coefficients of C=60[Ns/m] and K=7200[N/m]
respectively. The test rig shown in the figure is used to
obtain the oscillation characteristics of the suspension
system in the y-direction. The input of the system is
given as the road profile as a sine function and it is
given by velocity V in x-direction. The tire attached at
point O has stiffness of K=10000[N/m] and the
lumped mass of the whole system at point O is 2[kg].
12 mm
120 mm
(a) As a velocity V=6m/s is given as road profile, find the force applied to the suspension system at point O. (,
(b) Find the steady state oscillations of the system due to the acting force that is computed at nart (a). ('`
(c) Find the velocity V which will make the system oscillate at resonance frequency.
Hint: Τω = 2π](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F4a60d1eb-9301-4d75-8727-07e2a4c3d1a6%2F4421c588-0596-4bd7-bb9b-e0d4ec909a8c%2Ft2ctpqh_processed.png&w=3840&q=75)
Transcribed Image Text:In the figure, the suspension system is composed of a
damper and spring having the damping and stiffness
coefficients of C=60[Ns/m] and K=7200[N/m]
respectively. The test rig shown in the figure is used to
obtain the oscillation characteristics of the suspension
system in the y-direction. The input of the system is
given as the road profile as a sine function and it is
given by velocity V in x-direction. The tire attached at
point O has stiffness of K=10000[N/m] and the
lumped mass of the whole system at point O is 2[kg].
12 mm
120 mm
(a) As a velocity V=6m/s is given as road profile, find the force applied to the suspension system at point O. (,
(b) Find the steady state oscillations of the system due to the acting force that is computed at nart (a). ('`
(c) Find the velocity V which will make the system oscillate at resonance frequency.
Hint: Τω = 2π
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