ARS97
Structural
- Feb 24, 2010
- 160
In the design of conveyor box trusses, it is common practice to provide a slotted connection on one end of the truss to allow for thermal expansion & contraction. Typically, this detail consists of a long slot in the plate attached to the truss. (This allows the slot to be aligned with the truss.)
Basically, it's a 2.4375" C1045 pin, a 3" x 7.5" slot, and a 1.5" thick plate. The maximum reaction (ASD) is likely around 100k.
Here's the question - what's the best way to check the bearing capacity of the pin on the slotted hole? I've done some research on my own in regards to Hertzian contact stress and have come to the conclusion that there is no consensus. So.....now what?
AISC J7(b) doesn't apply to this situation (as confirmed by AISC themselves) since it deals with a wide flat surface. This should be fairly similar to Roarke's Chapter 14. I also came across a paper written by Dekker "You Can't Trust Your Lift Ears" (June 1996, Chemical Engineering Magazine) that includes a similar check for lifting lugs. However, if you use any of these methods, the allowable bearing stress is GREATLY exceeded.
So how is this handled? Is a bearing failure (dishing) just assumed to be acceptable in this situation? This connection detail is used widely in the industry, so there's certainly plenty of empirical evidence showing that it "works". So, most likely, the calculation shortfall is likely due to a misunderstanding in what is actually happening.
Any thoughts?
Basically, it's a 2.4375" C1045 pin, a 3" x 7.5" slot, and a 1.5" thick plate. The maximum reaction (ASD) is likely around 100k.
Here's the question - what's the best way to check the bearing capacity of the pin on the slotted hole? I've done some research on my own in regards to Hertzian contact stress and have come to the conclusion that there is no consensus. So.....now what?
AISC J7(b) doesn't apply to this situation (as confirmed by AISC themselves) since it deals with a wide flat surface. This should be fairly similar to Roarke's Chapter 14. I also came across a paper written by Dekker "You Can't Trust Your Lift Ears" (June 1996, Chemical Engineering Magazine) that includes a similar check for lifting lugs. However, if you use any of these methods, the allowable bearing stress is GREATLY exceeded.
So how is this handled? Is a bearing failure (dishing) just assumed to be acceptable in this situation? This connection detail is used widely in the industry, so there's certainly plenty of empirical evidence showing that it "works". So, most likely, the calculation shortfall is likely due to a misunderstanding in what is actually happening.
Any thoughts?