A motor turning at 960 rpm drives a 160 mm pulley. A belt connects it to a 400 mm pulley. Assuming no slip, find the speed n2 of the driven pulley.
Gears & gear trains worksheet with answers
A 100 mm pulley turns at 1450 rpm. Find the belt speed v in m/s.
A worm with 4 start(s) turns at 1450 rpm and drives a worm wheel with 60 teeth. Find the speed nw of the wheel.
A 4 kW motor running at 1450 rpm drives a pinion with 20 teeth, which meshes with a gear with 80 teeth. The gear pair has an efficiency of 96%. Find the output torque T2 on the gear shaft.
An open belt connects a 125 mm driving pulley at 1450 rpm to a 250 mm pulley; the centres are 1000 mm apart. The coefficient of friction is 0.3 and the tight-side tension may not exceed 2000 N. Find the largest power P the belt can transmit without slipping, in kW (ignore centrifugal effects).
An open belt connects a 150 mm driving pulley at 1440 rpm to a 450 mm pulley; the centres are 1000 mm apart. The coefficient of friction is 0.25 and the tight-side tension may not exceed 1200 N. Find the largest power P the belt can transmit without slipping, in kW (ignore centrifugal effects).
Answer key
- 1. n2 = 384 rpm
- 2. v = 7.592 m/s
- 3. nw = 96.67 rpm
- 4. T2 = 101.2 N·m
- 5. P = 11.3 kW
- 6. P = 6.9 kW
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