3.44 The landing gear of an airplane can be idealized as the spring-mass-damper system shown in Fig. 3.52 [3.16]. If the runway surface is described y(t) = y cos wt, determine the values of k and c that limit the amplitude of vibration of the airplane (x) to 0.1 m. Assume m = 2000 kg, yo = 0.2 m, and @ = 157.08 rad/s. pos y(t) x(t) H m (b) Wheel Runway Housing with strut and viscous damping Mass of aircraft, m to

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3.44 The landing gear of an airplane can be idealized as the spring-mass-damper system
shown in Fig. 3.52 [3.16]. If the runway surface is described y(t) = y cos wt, determine
the values of k and c that limit the amplitude of vibration of the airplane (x) to 0.1 m.
y = 0.2 m, and @ = 157.08 rad/s .
Assume m = 2000 kg,
YOON
y(t)
x(t)
(a)
00000
m
(b)
Wheel
Runway
Housing with
strut and
viscous damping
Mass of
aircraft, m
0
Transcribed Image Text:3.44 The landing gear of an airplane can be idealized as the spring-mass-damper system shown in Fig. 3.52 [3.16]. If the runway surface is described y(t) = y cos wt, determine the values of k and c that limit the amplitude of vibration of the airplane (x) to 0.1 m. y = 0.2 m, and @ = 157.08 rad/s . Assume m = 2000 kg, YOON y(t) x(t) (a) 00000 m (b) Wheel Runway Housing with strut and viscous damping Mass of aircraft, m 0
Use k = 6 x 106 N/m.
Transcribed Image Text:Use k = 6 x 106 N/m.
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