ERCPT
Mechanical
- Aug 21, 2007
- 2
I'm having some difficulty approaching the stress analysis of a washer with a load applied uniformly over 360 degrees.
The setup is a washer held against the end of a 24mm shaft via a standard machine cap screw. On the shaft is a cylindrical mass which sees a load (Mass OD > Washer OD, Mass ID =24mm)). If you want a number, we'll say 1500lb-f total from the mass onto the washer.
Arbitrary washer dimensions are t=2mm (thickness), D1=6.4mm (ID), D2=26mm (OD).
Primary shear is easy (F/2*(pi)*r*t) with r=12mm, but bending stress is giving me a headache.
Any thoughts on how to approach this? Since the bending is evenly distributed to every point along the 360 degree ontact area, would integrating the standard bending stress equation (stress = Mc/I) do me any good? I'd hate to go through the motions and find it a waste of time, as it would appear at first to be a difficult problem to set up.
Thanks in advance for your input.
The setup is a washer held against the end of a 24mm shaft via a standard machine cap screw. On the shaft is a cylindrical mass which sees a load (Mass OD > Washer OD, Mass ID =24mm)). If you want a number, we'll say 1500lb-f total from the mass onto the washer.
Arbitrary washer dimensions are t=2mm (thickness), D1=6.4mm (ID), D2=26mm (OD).
Primary shear is easy (F/2*(pi)*r*t) with r=12mm, but bending stress is giving me a headache.
Any thoughts on how to approach this? Since the bending is evenly distributed to every point along the 360 degree ontact area, would integrating the standard bending stress equation (stress = Mc/I) do me any good? I'd hate to go through the motions and find it a waste of time, as it would appear at first to be a difficult problem to set up.
Thanks in advance for your input.