dlew
Structural
- Jul 31, 2001
- 171
I am investigating an existing building built around 1965. The building has long steel trussed girts made of WT's chords and single angle diagonals. One leg of the angle diagonal is fillet-welded to the WT's stem, what makes the connection to be eccentric. The diagonals seem to be overstressed when using the LRFD method. I followed the example shown on page 2-49 of the AISC's LRFD manual.
On the example, the ratios of the compression load, and the moments about the W and Z axes are added to get the unity check. But it looks to me that in the example, they are adding the stresses (or ratios) without regard to where they occur. Per example, the moment about the Z-axis produces compressive stresses on the vertex of the angle and tensile stresses at the two tips. The moment about the W-axis produces maximum stresses at the tips (one tip in compression and the other in tension), and zero stress at the vertex.
My question is, can I check the angle for the actual stresses at each point (tip and vertex) instead of lumping all together?
If I do that, I would be adding the following stresses (using the unity check formula, of course):
At the tip: those due to the axial compression, plus those due to moment W, MINUS those due to moment Z.
At the vertex: those due to axial compression, plus those due to moment Z.
Thanks in advance
AEF
On the example, the ratios of the compression load, and the moments about the W and Z axes are added to get the unity check. But it looks to me that in the example, they are adding the stresses (or ratios) without regard to where they occur. Per example, the moment about the Z-axis produces compressive stresses on the vertex of the angle and tensile stresses at the two tips. The moment about the W-axis produces maximum stresses at the tips (one tip in compression and the other in tension), and zero stress at the vertex.
My question is, can I check the angle for the actual stresses at each point (tip and vertex) instead of lumping all together?
If I do that, I would be adding the following stresses (using the unity check formula, of course):
At the tip: those due to the axial compression, plus those due to moment W, MINUS those due to moment Z.
At the vertex: those due to axial compression, plus those due to moment Z.
Thanks in advance
AEF