Stress Concentration, Stepped Shaft

AI Thread Summary
The discussion focuses on finding stress concentration factors for a stepped shaft in tension, particularly with a conical interface. Participants suggest referencing "Peterson's Stress Concentration Factors," although it primarily covers torsion. Solid modeling software like SolidWorks or Solid Edge is recommended for automatic calculations. There is a request for specific charts or equations, and a member offers to share relevant information if copyright permits. The conversation emphasizes the need for accurate modeling to assess stress concentrations effectively.
Q_Goest
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Most texts have stress concentration factors for a stepped shaft in tension that has a radius where the smaller shaft meets the larger one such as this reference:
http://www.pirate4x4.com/tech/billavista/PR-BV60/Materials/7.jpg

I'm looking for a reference (perhaps "Peterson's Stress Concentraton Factors" - I don't have a copy) that would show the stress concentration for a stepped shaft in tension with a conical interface between the two shafts. If you have a chart or set of equations, please post.

Thanks! :smile:
 
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Yes, I think that book should have it, if you can find it in a library.
If you just want the number, you could use Solid Works or Solid Edge that can do this automaticly.
 
Unfortunately, it's not in our library. I'm hoping someone has a copy and can post the pertinant page. Thanks.
 
I have it Q. Let me take a look and see. The conical reduction won't result in a perfectly sharp edge, will it?

EDIT: Peterson's has that design criteria, but in torsion only. I'd be happy to pass that chart along (assuming we don't have any copyright issues with the forum). If you want to pass along the geometry, it's shouldn't be too difficult to model it up and run FEA on it.

EDIT again: I just saw your sketch. I was looking at notches and not shoulder fillets. Let me look again.
 
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Hi Fred,
I'm thinking of something along the lines of the configuration as shown on the attached. Note that load is an axial one (not shown on sketch).

Thanks,
Q
 

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