A driving gear with 40 teeth turns at 1440 rpm and meshes with a gear with 80 teeth. Find the speed n2 of the driven gear.
Gears & gear trains worksheet with answers
A pinion with 60 teeth is driven at 720 rpm. The driven gear must turn at 2700 rpm. How many teeth N2 must the driven gear have?
A belt runs on a 120 mm driving pulley at 720 rpm. The tension is 800 N on the tight side and 320 N on the slack side. Find the power P transmitted, in kW.
A 22 kW motor running at 1440 rpm drives a pinion with 16 teeth and a module of 5 mm. Find the tangential force Ft on the pinion teeth.
In a compound gear train, gear A (30 teeth) on the input shaft turning at 960 rpm drives gear B (36 teeth). Gear C (32 teeth) is fixed to the same shaft as B and drives gear D (48 teeth) on the output shaft. Find the output speed nout.
In a planetary gear set the sun gear has 24 teeth and each planet gear has 15 teeth. The planet carrier is held fixed and the sun is driven at 3000 rpm. Find the speed nr of the ring gear (magnitude).
Answer key
- 1. n2 = 720 rpm
- 2. N2 = 16
- 3. P = 2.171 kW
- 4. Ft = 3647 N
- 5. nout = 533.3 rpm
- 6. nr = 1333 rpm
Full step-by-step solutions: practise this topic on examproblems.com.