Q1 The torsional vibration of one of the wings of an airplane is modelled as in Figure 1. Write the equation of motion in matrix form and calculate the natural frequencies in terms of the rotational inertias (J₁ and J₂) of the engines and rotational stiffnesses (k₁ and k₂) of the wing. model one wing as → Figure 1 J₂ K₁ pazg=29 K₂

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Q1
The torsional vibration of one of the wings of an airplane is modelled
as in Figure 1. Write the equation of motion in matrix form and calculate the natural
frequencies in terms of the rotational inertias (J₁ and J₂) of the engines and
rotational stiffnesses (k, and k₂) of the wing.
44
model one wing as →
Figure 1
العالم
K₁₁
K₂
Transcribed Image Text:Q1 The torsional vibration of one of the wings of an airplane is modelled as in Figure 1. Write the equation of motion in matrix form and calculate the natural frequencies in terms of the rotational inertias (J₁ and J₂) of the engines and rotational stiffnesses (k, and k₂) of the wing. 44 model one wing as → Figure 1 العالم K₁₁ K₂
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