Figure below shows the single degree of freedom control surface/actuator system. The control surface has a moment of inertia J = 30 kg.m² about the hinge, the effective actuator stiffness and damping values are k = 3000 N/m and c = 2640 N.s/m respectively and the rotation of the control surface is rad. The actuator lever arm has length a = 0.2 m. A force f (t) = 108 (t) N is applied to the control surface at a distance d = 1 m from the hinge. It is assumed that the main surface of the wing is fixed rigidly as shown in the figure. Assume small angle approximation. Determine the tip impulse response (displacement at the location of f(t)) at t = 0.082 s 0 (t) f(t) 35.45 mm 11.82 mm 23.64 mm 47.27 mm 7.88 mm

Elements Of Electromagnetics
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ISBN:9780190698614
Author:Sadiku, Matthew N. O.
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Figure below shows the single degree of freedom control surface/actuator system. The control surface has a moment of inertia J = 30 kg.m² about the hinge, the effective
actuator stiffness and damping values are k = 3000 N/m and c = 2640 N.s/m respectively and the rotation of the control surface is rad. The actuator lever arm has
length a = 0.2 m. A force f (t) = 108 (t) N is applied to the control surface at a distance d = 1 m from the hinge. It is assumed that the main surface of the wing is fixed
rigidly as shown in the figure. Assume small angle approximation. Determine the tip impulse response (displacement at the location of f(t)) at t = 0.082 s
0 (t)
f(t)
35.45 mm
11.82 mm
23.64 mm
47.27 mm
7.88 mm
d
Transcribed Image Text:Figure below shows the single degree of freedom control surface/actuator system. The control surface has a moment of inertia J = 30 kg.m² about the hinge, the effective actuator stiffness and damping values are k = 3000 N/m and c = 2640 N.s/m respectively and the rotation of the control surface is rad. The actuator lever arm has length a = 0.2 m. A force f (t) = 108 (t) N is applied to the control surface at a distance d = 1 m from the hinge. It is assumed that the main surface of the wing is fixed rigidly as shown in the figure. Assume small angle approximation. Determine the tip impulse response (displacement at the location of f(t)) at t = 0.082 s 0 (t) f(t) 35.45 mm 11.82 mm 23.64 mm 47.27 mm 7.88 mm d
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