(Q.1) A compound epicyclic gear is shown in Fig. for Q.1. The shaft P is driven at 3000 rev/min while the annulus A2 is driven at 1000 rev/min in the opposite direction. The numbers of teeth in the gears are S1, 16; S2, 24; A1, 60; A2, 90. Determine the speed and direction of rotation of shaft Q.
(Q.1) A compound epicyclic gear is shown in Fig. for Q.1. The shaft P is driven at 3000 rev/min while the annulus A2 is driven at 1000 rev/min in the opposite direction. The numbers of teeth in the gears are S1, 16; S2, 24; A1, 60; A2, 90. Determine the speed and direction of rotation of shaft Q.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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(Q.1) A compound epicyclic gear is shown in Fig. for Q.1. The shaft P is driven
at 3000 rev/min while the annulus A2 is driven at 1000 rev/min in the
opposite direction. The numbers of teeth in the gears are S1, 16; S2,
24; A1, 60; A2, 90. Determine the speed and direction of rotation of
shaft Q.
(Q.2) A compound epicyclic gear is shown in Fig. for Q.2. C and D form a
compound wheel which rotates freely on shaft G. The planet wheels B and
E rotate on pins fixed in arms attached to shaft G. C and F have internal
teeth: the others have external teeth with the following numbers: A, 40;
B, 30; D, 50; E, 20. If A rotates at 500 rev/min and wheel F is fixed,
find the speed of shaft G.
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