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ME321 Kinematics and Dynamics of Machines

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Involute Action. Imagine that the gears are replaced by two cylinders connected by a string ... contact beyond involute profile occurs if. O2C O2D. where: ... – PowerPoint PPT presentation

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Title: ME321 Kinematics and Dynamics of Machines


1
ME321 Kinematics and Dynamics of Machines
  • Steve Lambert
  • Mechanical Engineering,
  • U of Waterloo

2
Gears
Spur Gears - Parallel shafts and straight teeth
3
Gears
Example internal spur gear
Example rack and pinion
4
Helical Gears
Helical gears are smoother and quieter than spur
gears, but are more expensive, are not easily
engaged, and they generate a thrust load
5
Bevel Gears
Straight bevel gears
Skew bevel gears
6
Hypoid and Worm Gears
Hypoid gear
Worm gear
7
Fundamental Law of Gearing
We require a constant velocity ratio. For this to
be possible, the common normal of the contacting
tooth flanks must always pass through the pitch
point.
8
Involute Action
Imagine that the gears are replaced by two
cylinders connected by a string This system will
satisfy our fundamental law The path traced by Q
will represent our tooth profile
9
Involute Action
These are equivalent. Path traced by point Q is
an Involute.
10
Gear Tooth Nomenclature
11
Gear Nomenclature
Pitch Circle Circular Pitch Addendum Dedendum Cle
arance Diametral Pitch
Circular Pitch
12
Standard Gears
Diametral Pitch
13
Interacting Gears
  • Centre Distance (r2 r3)
  • Contact Ratio
  • Interference

14
Contact Ratio
Contact ratio is the average number of teeth in
contact CR length of line of action / base
(circle) pitch CR l / BP
15
Contact Ratio
CR l / BP, where Line of action l AC-AP
DB-DP
16
Interference
Interference occurs if point C falls outside
point D - contact beyond involute profile occurs
if O2C gt O2D where
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