The rotation of the rod OA around O is defined by the relation θ = (3/π)(sen πt), where θ and t are expressed in radians and seconds, respectively. Collar B slides along the rod so that its distance from O is r = 6(1- e-2t ) ,where r and t are expressed in inches and seconds, respectively. When t = 1s determine,a) the velocity of the collar b) the acceleration of the collar, c) the acceleration of the collar relative to the rod
The rotation of the rod OA around O is defined by the relation θ = (3/π)(sen πt), where θ and t are expressed in radians and seconds, respectively. Collar B slides along the rod so that its distance from O is r = 6(1- e-2t ) ,where r and t are expressed in inches and seconds, respectively. When t = 1s determine,a) the velocity of the collar b) the acceleration of the collar, c) the acceleration of the collar relative to the rod
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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The rotation of the rod OA around O is defined by the relation θ = (3/π)(sen πt), where θ and t are expressed in radians and seconds, respectively. Collar B slides along the rod so that its distance from O is r = 6(1- e-2t ) ,where r and t are expressed in inches and seconds, respectively. When t = 1s determine,a) the velocity of the collar b) the acceleration of the collar, c) the acceleration of the collar relative to the rod
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Figura P11.161"
Transcribed Image Text:B
Figura P11.161
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