Calculating Minimum Diameter for Steel Pin w/ Partial Uniform Load

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SUMMARY

The discussion focuses on calculating the minimum diameter for a cold rolled steel pin subjected to a partial uniform load of 25,000 lbs, using a factor of safety of 2. The pin is welded between two plates, which complicates the analysis due to the bending loads caused by the asymmetrical thickness of the clevis plates. Participants suggest using beam bending models and calculating Von Mises stress to evaluate the pin's strength, while also considering the limitations posed by the 1/4" plate in the design. A referenced paper provides additional insights into pin analysis in double shear.

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  • Understanding of partial uniform loading mechanics
  • Knowledge of beam bending theory
  • Familiarity with Von Mises stress calculations
  • Experience with finite element analysis (FEA) techniques
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  • Learn about Von Mises stress and its application in combined loading scenarios
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roldy
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I'm a bit rusty on partial uniform loading on a pin. I want to find the minimum diameter a cold rolled steel pin has to be using a factor of safety of 2 with a loading of 25000 lbs. The pin in the picture is welded between two plates (the right plate bends in and is welded to the left plate below the pin) . These plates are welded to a box (another pin is located on the opposite side of the box). A hook grabs onto this pin. I've tried finding equations regarding partial uniform loading. The equations I've turned up show the center piece the same width as the gap.
 

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I think this paper may provide some insight for you, it is an analysis of a pin in double shear: http://www.ewp.rpi.edu/hartford/~kw...es/Edward Kwon - Preliminary Final Report.pdf

upload_2016-7-27_10-36-31.png
 
Thanks for the paper. However, this does not show how the stress changes if the clevis has two different thicknesses. I guess I could take the worst case scenario and use the lesser of the two thicknesses for my t1.
 
Based on the posts so far I'm guessing that running an FEA model for your specific geometry is not an option?
 
You are correct. I was hoping that I could come up with an equation for this type of scenario.
 
Your scenario is challenging to find an analytical solution for because there is a gap between the inner and outer clevis which will cause a bending load on the pin, and the outer clevis's plates are asymmetric in thickness.

Have you considered making some assumptions to simplify your modeling task? I think you could consider a beam bending model of just the pin with a simply-supported beam. This would be a "worst-case" analysis because the pin would not be stiffened by the clevis in this case. Otherwise, FEA really may be your best option.
 
Yes I've considered beam analysis and I am currently working on this.
 
Make sure to calculate the Von Mises stress to combine shear and tensile/compressive stresses for your analysis.
 
Do you have a 3D model of the same? Its hard to properly understand the system...
A hand drawn 3D view would also suffice.
 
  • #10
A lifting hook goes around the pin.
 

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  • #11
Looks like a questionable strength design to me. How are you evaluating the strength of the bracket holding the pin?
 
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  • #12
I would agree with Mech_Engineer, I think you'll find that the 1/4" plate will be a limiting factor in this design.

Maybe you haven't got there yet, but I think you should check tear out shear on that plate section.
 

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