Question

pressure angle. 13-10 For a spur gearset with $\phi = 20^{\circ}$, while avoiding interference, find: (a) The smallest pinion tooth count that will run with itself (b) The smallest pinion tooth count at a ratio $m_G = 2.5$, and the largest gear tooth count possible with this pinion (c) The smallest pinion that will run with a rack Repeat Problem 13-10 for a helic

Name: pressure angle 13 10 for a spur gearset with phi 20circ while avoiding interference find a the smallest pinion tooth count that will run with itself b the smallest pinion tooth count at a ra 56155
Uploaded: 2023-10-22T19:16:24-08:00
Channel: Victor Salazar
Description: pressure angle 13 10 for a spur gearset with phi 20circ while avoiding interference find a the smallest pinion tooth count that will run with itself b the smallest pinion tooth count at a ra 56155

          pressure angle.
13-10 For a spur gearset with $\phi = 20^{\circ}$, while avoiding interference, find:
(a) The smallest pinion tooth count that will run with itself
(b) The smallest pinion tooth count at a ratio $m_G = 2.5$, and the largest gear tooth
count possible with this pinion
(c) The smallest pinion that will run with a rack
Repeat Problem 13-10 for a helic

pressure angle 13 10 for a spur gearset with phi 20circ while avoiding interference find a the smallest pinion tooth count that will run with itself b the smallest pinion tooth count at a ra 56155

Added by Kiara G.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Victor Salazar

10/22/2023

Step 1

The formula for the minimum number of teeth on a pinion to avoid interference when meshing with a gear is given by: $N_p = \frac{2k}{\sqrt{1 + \frac{1}{m_G}(1 + \frac{2}{m_G})\sin^2\phi} - 1}$ where $N_p$ is the number of teeth on the pinion, $k$ is the addendum Show more…

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pressure angle. 13-10 For a spur gearset with $\phi = 20^{\circ}$, while avoiding interference, find: (a) The smallest pinion tooth count that will run with itself (b) The smallest pinion tooth count at a ratio $m_G = 2.5$, and the largest gear tooth count possible with this pinion (c) The smallest pinion that will run with a rack Repeat Problem 13-10 for a helic