Involute curve in bevel gear teeth

In summary, the conversation discusses the concept of involute profile in bevel gears and how it works. The question is raised about how the involute profile functions in a bevel gear and whether it would create interference or affect the speed of the driven gear. A link to a helpful animation is provided in response to the query.
  • #1
hihiip201
170
0
Hi


I have always wonder about this. I understand the concept of bevel gear, but never quite see how the involute profile would function in a bevel gear.

assuming that there is a tooth(either of the driving or driven gear) located at the center between two gears ( where it has the greatest contact with another tooth)

say it is involute and still appear so to you when you look straight down, perpendicular to the face of the teeth (so your line of sight align with the teeth's face normal, and about 45 degree to the axis of the gears).

now, if we rotate the gear such that the teeth are no longer in the center, it will no longer be involute relative to you, or more importantly to the tooth of another gear that it is in contact with, so wouldn't this create interference or causes the driven gear to not move at constant speed (say the driving gear is moving at constant speed).



thank you
 
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  • #2
  • #3
Mesmer8 said:
Hi, Not sure what the question is, but there is a lovely animation of involute profile toothed gears meshing without interference at http://en.wikipedia.org/wiki/Involute_gear.


Namaste,
Mesmer8



Hi!

thank you so much for the reply and link!

I guess my question is short is just " how does involute profile work in bevel gears?"


thanks!
 

1. What is an involute curve in bevel gear teeth?

An involute curve is a specific shape that is used to design gear teeth. It is a curve that is formed by unwrapping a taut string or wire from the base circle of a gear. This curve is important because it allows for smooth and efficient transfer of power between gears.

2. Why is the involute curve used in bevel gear teeth?

The involute curve is used in bevel gear teeth because it allows for a constant contact between the gear teeth as they rotate. This results in a smoother transfer of power and reduces wear and tear on the gear teeth.

3. How is the involute curve calculated for bevel gear teeth?

The involute curve can be calculated using mathematical equations or by using specialized gear design software. It involves determining the base circle radius, gear ratio, and number of teeth on the gear.

4. What are the advantages of using the involute curve in bevel gear teeth?

There are several advantages of using the involute curve in bevel gear teeth. It allows for a larger contact area between the gear teeth, resulting in a higher load-carrying capacity. It also allows for a smoother and quieter operation of the gears. In addition, the involute curve provides a more precise and consistent transmission of power.

5. Can the involute curve be used in other types of gears?

Yes, the involute curve can be used in other types of gears, such as spur gears, helical gears, and worm gears. It is a versatile and widely used curve in gear design due to its many advantages and ease of calculation.

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