Shear Lag in Tension Plate
Shear Lag in Tension Plate
(OP)
If you have a long plate (Plate 1) that is in tension, with a force of Pu (factored) and you need to occasionally have a splice in it to limit the length of plates needed in the field, and if you used a perpendicular splice plate as shown in the attached image, how would you treat the issue of shear lag in the splice Plate 2?

AISC has table D3.1, which provides various U values to reduce the effective area of the plate when checking a plate's tension capacity.
This takes the form of ΦPn = ΦAe(Fy)U.
However, table D3.1 doesn't seem to include this particular condition.
Case 2, which includes the U = 1 - x/L specifically omits plates.
Case 3 is for transverse welds, not longitudinal.
Case 4 seems to apply to a plate with longitudinal welds on both sides of the plate – not on just one side.
The other cases are all totally different conditions.
Any thoughts?

AISC has table D3.1, which provides various U values to reduce the effective area of the plate when checking a plate's tension capacity.
This takes the form of ΦPn = ΦAe(Fy)U.
However, table D3.1 doesn't seem to include this particular condition.
Case 2, which includes the U = 1 - x/L specifically omits plates.
Case 3 is for transverse welds, not longitudinal.
Case 4 seems to apply to a plate with longitudinal welds on both sides of the plate – not on just one side.
The other cases are all totally different conditions.
Any thoughts?
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RE: Shear Lag in Tension Plate
RE: Shear Lag in Tension Plate
JAE,
The 15th edition of the manual doesn't mention that plates are omitted.
Depending on dimensions you could have significant reduction if your splice length is short compared to the width od the splice plate.
Also, I'd check block shear rupture on those main tension members.
RE: Shear Lag in Tension Plate
RE: Shear Lag in Tension Plate
I also agree that turning this plate flat against plate 1 would be a better splice. (Might your sketch be a simplification of something larger?)
RE: Shear Lag in Tension Plate
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RE: Shear Lag in Tension Plate
1) Case 6a with H collapsing to zero
2) Case 4 with W = P1 width
3) Case 2 recognizing that x_bar here is about vertical load spread, not horizontal.
It makes sense that there is convergence since all three cases are adaptations of the same fundamental concept. The key feature of all three, taken in this context, is that you're delivering a load that is concentric about both axes but needs to spread out in the vertical axis.
Key to this is recognizing that the flexural strength and stiffness of P2 is what enables the load to be considered to be delivered to P1 concentrically. As such, Nutte's recommendation of a combined stress check for the splice plate is important.
I like to debate structural engineering theory -- a lot. If I challenge you on something, know that I'm doing so because I respect your opinion enough to either change it or adopt it.
RE: Shear Lag in Tension Plate
Agree with KootK, certainly the splice plate in in bending. You could do a "shear lag" analysis for the shear into the splice: I suspect a linear assumption is not too bad. FEA ?
another day in paradise, or is paradise one day closer ?
RE: Shear Lag in Tension Plate
RE: Shear Lag in Tension Plate
I like to debate structural engineering theory -- a lot. If I challenge you on something, know that I'm doing so because I respect your opinion enough to either change it or adopt it.
RE: Shear Lag in Tension Plate
another day in paradise, or is paradise one day closer ?
RE: Shear Lag in Tension Plate
RE: Shear Lag in Tension Plate
MotorCity - due to the presence of thin material behind the plates, a CJP weld isn't doable.
rb1957 - there is an opposite plate assembly balancing this off but it is separated by a Macomber joist chord between the two. These plates are an attempt to add strength to a Macomber joist along the bottom chord by adding a vertical plate and stitch welding the plate in two locations to the existing chord, which is a weird shape - and thin too.
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