StevePAA
Mechanical
- Mar 21, 2008
- 28
a very basic question on weld calcs and I'm surprised I'm asking this, but...
I'm looking at Shigley and Mischke ME Design, 5th edition. Welded joint section, pg 399-401, the bracket for mooring small watercraft example. It's a classic example of calculating weld stress and then stress in the parent metal. Basically it's a bracket welded normal to a plate and the bkt is loaded by a force. I'm clear on the weld stress calcs performed.
The parent metal stress calc has me confused.
The bracket x sect at the weld interface is a rectangle .25w X 2.5lg with a .25 fillet all around. To calc the area of the parent metal they do: .25x2.5=.625.
This seems odd to me- it's like they're assuming the bracket is bonded to the plate- like a full penetration bevel weld and not fillet weld. Why not take the perimeter of the rectangle and multiply it by the weld size? With the perimeter method in this case you'd get a greater area- since the bkt is thin.
When they calculate the bending stress in the base metal, they use the moment of inertia of the .25 x 2.5 solid section.
For a thin bkt like this example, I guess this method makes sense, but what if you had a .75" wide x 10" lg bkt with a .38 fillet all around? Would you do the base metal area calc .75x10= 7.5, and the moment of inertia of the .75 x 10 section?
TIA!
I'm looking at Shigley and Mischke ME Design, 5th edition. Welded joint section, pg 399-401, the bracket for mooring small watercraft example. It's a classic example of calculating weld stress and then stress in the parent metal. Basically it's a bracket welded normal to a plate and the bkt is loaded by a force. I'm clear on the weld stress calcs performed.
The parent metal stress calc has me confused.
The bracket x sect at the weld interface is a rectangle .25w X 2.5lg with a .25 fillet all around. To calc the area of the parent metal they do: .25x2.5=.625.
This seems odd to me- it's like they're assuming the bracket is bonded to the plate- like a full penetration bevel weld and not fillet weld. Why not take the perimeter of the rectangle and multiply it by the weld size? With the perimeter method in this case you'd get a greater area- since the bkt is thin.
When they calculate the bending stress in the base metal, they use the moment of inertia of the .25 x 2.5 solid section.
For a thin bkt like this example, I guess this method makes sense, but what if you had a .75" wide x 10" lg bkt with a .38 fillet all around? Would you do the base metal area calc .75x10= 7.5, and the moment of inertia of the .75 x 10 section?
TIA!