A belt is running around a gear as shown. The total acceleration of a point P on the belt in contact with the gear makes an angle of 0 with the tangent to the belt at t=0 [s], when the velocity is as given. Calculate the time t required for the belt to come to a stop under constant deceleration. Assume there is no slip between the helt and the gear

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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A belt is running around a gear as shown. The total
acceleration of a point P on the belt in contact with
the gear makes an angle of 0 with the tangent to the
belt at t=0 [s], when the velocity is as given. Calculate
the time t required for the belt to come to a stop
under constant deceleration. Assume there is no slip
between the belt and the gear.
v = 2.5 (m/s]
0=6°
160
[mm)
v = 2.5 [m/s]
O 16.8 x 10 3 [s]
O 6.7x103 (s]
O 67.3 x 103 (s]
56.9 x 103 (s)
Transcribed Image Text:A belt is running around a gear as shown. The total acceleration of a point P on the belt in contact with the gear makes an angle of 0 with the tangent to the belt at t=0 [s], when the velocity is as given. Calculate the time t required for the belt to come to a stop under constant deceleration. Assume there is no slip between the belt and the gear. v = 2.5 (m/s] 0=6° 160 [mm) v = 2.5 [m/s] O 16.8 x 10 3 [s] O 6.7x103 (s] O 67.3 x 103 (s] 56.9 x 103 (s)
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