Q13:- An epicyclic gear train consists of sun wheel (S), stationary internal gear (E) and three identical planet wheels (P) carried on a star- shaped planet carrier (C). The size of different toothed wheels are such that the planet carrier C rotates at (1/5)th of the speed of the sun wheel S. The minimum number of teeth on any wheel is 16. The driving torque on the sun wheel is 10 kg.m. Determine :- (a) the number of teeth on different wheels of the train and (b) the torque necessary to keep the internal gear stationary.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Q13:- An epicyclic gear train consists of sun wheel (S), stationary
internal gear (E) and three identical planet wheels (P) carried on a star-
shaped planet carrier (C). The size of different toothed wheels are such
that the planet carrier C rotates at (1/5)th of the speed of the sun
wheel S. The minimum number of teeth on any wheel is 16. The driving
torque on the sun wheel is 10 kg.m. Determine :- (a) the number of
teeth on different wheels of the train and (b) the torque necessary to
keep the internal gear stationary.
Transcribed Image Text:Q13:- An epicyclic gear train consists of sun wheel (S), stationary internal gear (E) and three identical planet wheels (P) carried on a star- shaped planet carrier (C). The size of different toothed wheels are such that the planet carrier C rotates at (1/5)th of the speed of the sun wheel S. The minimum number of teeth on any wheel is 16. The driving torque on the sun wheel is 10 kg.m. Determine :- (a) the number of teeth on different wheels of the train and (b) the torque necessary to keep the internal gear stationary.
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