JAG-E
Mechanical
- Mar 8, 2018
- 17
I came across a paper (Weaver Engineering Seattle WA, 1997)that indicates how to use FEA derived Von Mises to size welds. The examples are simple like a Tee bracket, but the method loses me. The part I am working with is much more complicated in shape and loading. So if I can get to the point of understanding the published method I don't know if it could be applied to my case.
The analyst running the FEA is providing VM and Max principal stresses. Prior to the above paper I thought the VM stress could be used in conjunction shear strength of the filler to size the throat and length of the weld. Now I am thinking it is more complicated. I have done many weld hand calculations using methods from AWS and Roymech
The component is part of an an axle for a large coal haul truck. The part is a thick wall tube in bending, as in a beam, and also torsion at the ends. There are internal ribs that will be fillet welds. The main welds will be full penetration so according to the paper the VM can be used directly. I would likely used a higher factor of safety at the weld to account for weld defects and stress concentrations, not likely found in the base metal.
Any advice?
Joe
The analyst running the FEA is providing VM and Max principal stresses. Prior to the above paper I thought the VM stress could be used in conjunction shear strength of the filler to size the throat and length of the weld. Now I am thinking it is more complicated. I have done many weld hand calculations using methods from AWS and Roymech
The component is part of an an axle for a large coal haul truck. The part is a thick wall tube in bending, as in a beam, and also torsion at the ends. There are internal ribs that will be fillet welds. The main welds will be full penetration so according to the paper the VM can be used directly. I would likely used a higher factor of safety at the weld to account for weld defects and stress concentrations, not likely found in the base metal.
Any advice?
Joe