Problem 2: Consider the supported massless frame shown below. The frame can rotate around the fixed point O and is initially at horizontal equilibrium. A force ft) is applied at the end point A as shown. Determine the linearized rotational equation of motion of the frame with respect to the angular displacement 0(t). За f (t) A 2a
Problem 2: Consider the supported massless frame shown below. The frame can rotate around the fixed point O and is initially at horizontal equilibrium. A force ft) is applied at the end point A as shown. Determine the linearized rotational equation of motion of the frame with respect to the angular displacement 0(t). За f (t) A 2a
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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
Transcribed Image Text:Problem 2: Consider the supported massless frame shown below. The frame can rotate around the fixed
point O and is initially at horizontal equilibrium. A force ft) is applied at the end point A as shown.
Determine the linearized rotational equation of motion of the frame with respect to the angular
displacement 0(t).
За
f (t)
A
2a
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