gn a hoist equipment using a reverted epicyclic gear train shown in 1. The drum must be keyed at the centre of the arm E using the same he pinion gear A is keyed to a second shaft which carries a chain wheel. as the chain must be operated by hand. The two shafts have common t can rotate independently. The gear wheels B and C are compound and ogether on a pin carried at the end of arm E. The gear wheel D has | teeth and is fixed to the outer casing of the block so that it does not The wheels A and B have 16 and 36 teeth, respectively, with a module n. The wheels C and D have a module of 4 mm. E A Cigure1. Top viow of a roverted opicvelis goar train

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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Problem 1.1MA
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A team of engineers from the Department of Mechanical Engineering are task
to design a hoist equipment using a reverted epicyclic gear train shown in
Figure 1. The drum must be keyed at the centre of the arm E using the same
shaft. The pinion gear A is keyed to a second shaft which carries a chain wheel.
Whereas the chain must be operated by hand. The two shafts have common
axis but can rotate independently. The gear wheels B and C are compound and
rotate together on a pin carried at the end of arm E. The gear wheel D has
internal teeth and is fixed to the outer casing of the block so that it does not
rotate. The wheels A and B have 16 and 36 teeth, respectively, with a module
of 3 mm. The wheels C and D have a module of 4 mm.
E
Figure 1: Top view of a reverted epicyclic gear train.
1.1.
Draw the side view layout of the gear system to be designed. Clearly indicate
the positions of all components.
1.2.
Determine the number of teeth of wheel D.
1.3.
Make use of the tabular method to calculate the number of teeth on wheels c
when the speed of A is ten times the speed of arm E and both rotating in the
same direction.
Transcribed Image Text:A team of engineers from the Department of Mechanical Engineering are task to design a hoist equipment using a reverted epicyclic gear train shown in Figure 1. The drum must be keyed at the centre of the arm E using the same shaft. The pinion gear A is keyed to a second shaft which carries a chain wheel. Whereas the chain must be operated by hand. The two shafts have common axis but can rotate independently. The gear wheels B and C are compound and rotate together on a pin carried at the end of arm E. The gear wheel D has internal teeth and is fixed to the outer casing of the block so that it does not rotate. The wheels A and B have 16 and 36 teeth, respectively, with a module of 3 mm. The wheels C and D have a module of 4 mm. E Figure 1: Top view of a reverted epicyclic gear train. 1.1. Draw the side view layout of the gear system to be designed. Clearly indicate the positions of all components. 1.2. Determine the number of teeth of wheel D. 1.3. Make use of the tabular method to calculate the number of teeth on wheels c when the speed of A is ten times the speed of arm E and both rotating in the same direction.
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