An 80 mm pulley turns at 720 rpm. Find the belt speed v in m/s.
Gears & gear trains worksheet with answers
A motor turning at 960 rpm drives an 80 mm pulley. A belt connects it to a 300 mm pulley. Assuming no slip, find the speed n2 of the driven pulley.
Two parallel shafts are 150 mm apart. They must be connected by a pair of spur gears with a module of 4 mm and a speed reduction of 1.5 : 1. How many teeth N2 must the gear have?
A 2.2 kW motor running at 960 rpm drives a pinion with 20 teeth, which meshes with a gear with 30 teeth. The gear pair has an efficiency of 95%. Find the torque T1 on the motor shaft.
In a compound gear train, gear A (24 teeth) on the input shaft turning at 1440 rpm drives gear B (25 teeth). Gear C (12 teeth) is fixed to the same shaft as B and drives gear D (45 teeth) on the output shaft. Find the output speed nout.
In a compound gear train, gear A (24 teeth) on the input shaft turning at 1500 rpm drives gear B (48 teeth). Gear C (45 teeth) is fixed to the same shaft as B and drives gear D (60 teeth) on the output shaft. Find the output speed nout.
Answer key
- 1. v = 3.016 m/s
- 2. n2 = 256 rpm
- 3. N2 = 45
- 4. T1 = 21.88 N·m
- 5. nout = 368.6 rpm
- 6. nout = 562.5 rpm
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