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An epicyclic gear train is shown in the figure below. The number of teeth on the gears A, B and D are 20, 30 and 20 respectively. Gear C has 80 teeth on the inner surface and 100 teeth on the outer surface. If the carrier arm AB is fixed and the sun gear A rotates at 300 rpm in the clockwise direction, then the rpm of D in the clockwise direction is
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- 240
- –240
- 375
- –375
Correct Option: C
TA = 20,
TB = 30,
TD = 20,
TC = 80 (Inner)
TD = 100 (outer)
Arm is fixed, no epicyclic nature.
Taking clockwise direction as positive.
NA = +300
(A, B)NB = | = -200 | 30 |
(C, C)NC = -200 × | = -75 | 80 |
(C, D)ND = +75 × | = +375 | 20 |