AN Standard 37 degree taper fitting

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Discussion Overview

The discussion centers around the reasoning behind the use of a 37-degree conical taper for AN fittings, exploring historical context, optimization considerations, and technical specifications related to manufacturing processes.

Discussion Character

  • Exploratory
  • Technical explanation
  • Conceptual clarification

Main Points Raised

  • Some participants note that early flare fittings had a 30-degree angle, and the US government developed the 37-degree fittings for aircraft use, although the exact reasoning for the 37-degree specification remains unclear.
  • One participant suggests that the choice of 37 degrees may be an optimization problem, balancing factors such as ease of flaring, assembly, disassembly, and achieving a reliable leak-free connection.
  • Another participant proposes a technical explanation related to machine tapers, indicating that the 37-degree angle allows for a practical gear ratio in manufacturing processes, as it approximates a simple ratio of 3/4, making it easier to produce.

Areas of Agreement / Disagreement

Participants express varying viewpoints on the origins and implications of the 37-degree taper, with no consensus reached on the definitive reasoning behind its selection.

Contextual Notes

The discussion includes assumptions about optimization parameters and manufacturing constraints, which are not fully resolved. The relationship between taper angles and gear ratios is also mentioned but not elaborated upon.

Edward Camic
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Does anyone know the reasoning behind the decision to use 37 degrees for the conical taper on an AN fitting? I understand this is a standard dimension for the fittings, but I am hoping to get a little background on how this came to be.
 
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Early flare fittings had a 30 degree angle. Then the US government got involved and developed a family of 37 degree fittings for use in aircraft. Some good information from Parker: http://blog.parker.com/an-37-flare-vs-industrial-37-flare-fittings-whats-the-difference.

I don't know how they came up with 37 degrees, but we can look at the extremes of possible angles:
1) Very low angle - 5 to 10 degrees. It would be difficult to make the flare, difficult to assemble in a tight space, and difficult to get a good clamp fit while still able to disassemble.
2) Large angle - 90 degrees. Difficult to make the flare (tube cracking, need multiple steps), easy to assemble in a tight space, and easy to get a good clamp fit.

The extremes of angle have different problems, so there is an optimum in between that balances ease of flaring, ease of assembly and disassembly, and getting a reliable leak free connection. Finding the best angle is an optimization problem - the exact angle varies according to how each of the parameters in the optimization is weighted.
 
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Edward Camic said:
I am hoping to get a little background on how this came to be.
Machine tapers are specified by radius change per axial length. That is because the cross-feed on a cutting lathe is geared to the lead-screw by an integer ratio gearbox. The USA units are “inches per foot” so US tapers often show submultiples of 12” per foot.

Tan( 37° ) = 0.753554 which is close to 3/4.
Atan( 3/4 ) = 36.87° and I think that is where that choice of taper comes from.

To cut a 30° taper would require an irrational gear ratio of 0.57735 which is not possible with a simple gearbox.
 
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Super helpful and interesting, thanks everyone!
 
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