ILoaThePats
Structural
- Jun 18, 2010
- 12
Hello all,
Consider a Flat plate, with a plate Normal to it fillet welded on both sides. Assume the Normal plate is loaded in pure shear (load applied parallel to the base plate, no bending).
When checking the base metal strength of the "flat" plate, do you consider the size of the fillet weld, or just the thickness of the base metal? I always check shear failure both through the thickness of the plate (using "t" in the calculation) and at the leg of the fillet weld (using "w" in the calculations). It seems to me that the flat plate base metal could fail in shear at either interface, but I've seen many people just check it using the thickness of the plate "t", and not the weld size "w".
Similarly, consider the example above but with the load applied to the Normal plate at some offset above the Flat plate, such that there is now some bending. How would you approach checking the base metal of the Flat plate? It seems that some interaction equation is needed because the shear load is resisted by 0.6*Fy, but the normal stresses due to bending are resisted by 1.0*Fy, but I've never seen it done this way.
Thanks,
John
Consider a Flat plate, with a plate Normal to it fillet welded on both sides. Assume the Normal plate is loaded in pure shear (load applied parallel to the base plate, no bending).
When checking the base metal strength of the "flat" plate, do you consider the size of the fillet weld, or just the thickness of the base metal? I always check shear failure both through the thickness of the plate (using "t" in the calculation) and at the leg of the fillet weld (using "w" in the calculations). It seems to me that the flat plate base metal could fail in shear at either interface, but I've seen many people just check it using the thickness of the plate "t", and not the weld size "w".
Similarly, consider the example above but with the load applied to the Normal plate at some offset above the Flat plate, such that there is now some bending. How would you approach checking the base metal of the Flat plate? It seems that some interaction equation is needed because the shear load is resisted by 0.6*Fy, but the normal stresses due to bending are resisted by 1.0*Fy, but I've never seen it done this way.
Thanks,
John