ImposterSyndrome
Structural
- Dec 15, 2021
- 3
Hello
This is my first post here so my apologies if my etiquette is not correct.
Location: Canada
Beam Sizes: W8x31
Connection location: T-intersection of two steel beams. Both beams at same elevation.
Proposed Connection: Single Angle bolted connection through the web of the beam. Angle welded to web of supporting beam. Supported beam would be coped. Pretty standard connection
Problem:
Contractor didn't cope the beam, and just welded the flanges of the beams together. No stiffener plates in either member. See sketch attached.
My assumption:
Shear is dominant in the web (fact).
1. If the flanges are the only items connected, I have more of a rotation (moment) connection, than a shear connection. Heck, theoretically I don't have any shear transfer since the webs are not connected at all, but we all know that isn't true.
2. Shear forces will re-distribute into the flanges and eventually make its way to the web of the supporting beam.
Question: Does anyone have documentation available on the strength calculations for this type of connection? I have never seen it before. It seems unconventional and rather sketchy.
This is my first post here so my apologies if my etiquette is not correct.
Location: Canada
Beam Sizes: W8x31
Connection location: T-intersection of two steel beams. Both beams at same elevation.
Proposed Connection: Single Angle bolted connection through the web of the beam. Angle welded to web of supporting beam. Supported beam would be coped. Pretty standard connection
Problem:
Contractor didn't cope the beam, and just welded the flanges of the beams together. No stiffener plates in either member. See sketch attached.
My assumption:
Shear is dominant in the web (fact).
1. If the flanges are the only items connected, I have more of a rotation (moment) connection, than a shear connection. Heck, theoretically I don't have any shear transfer since the webs are not connected at all, but we all know that isn't true.
2. Shear forces will re-distribute into the flanges and eventually make its way to the web of the supporting beam.
Question: Does anyone have documentation available on the strength calculations for this type of connection? I have never seen it before. It seems unconventional and rather sketchy.