Skewed Shear Walls
Skewed Shear Walls
(OP)
I am designing a wood frame structure with non-parallel shear walls. I am trying to determine how to distribute forces to the skewed shear wall. Below is an example of what I think I can do:
On one line of resistance, I have a 10' long wall (plywood shear wall) at 0 degrees and another 10' long wall at 30 degrees. My thought is to divide the skewed wall into orthogonal components (8.66' in the 0 degree direction and 5' in the 90 degree direction). If I apply a 5000 lb load to this line of resistance, my unit shear would be v = 5000 lbs / (10' + 8.66') = 268 lbs/ft. In the skewed wall, I will have F = 268 lbs/ft x 8.66' = 2321 lbs.
And then I would analyze the structure in the orthogonal direction and come up with a similar unit shear. In the orthogonal direction, I have a 10' long wall at 90 deg and the same 10' long wall at 30 deg. If I have the same 5000 lb load, my unit shear would be v = 5000 lbs / (10' + 5') = 333 lbs/ft. In the skewed wall, I will have F = 333 lbs/ft x 5' = 1665 lbs.
Lastly, I would combine these using the 100% + 30% rule. So I would have: F = 1.0 x 2321 + 0.3 x 1665 = 2821 lbs and F = 1.0 x 1665 + 0.3 x 2321 = 2361 lbs. Using the controlling 2821 lbs in this wall, the unit shear in the skewed wall will be v = 2821 lbs / 10' = 282 lbs/ft.
Does this seem correct?
Thanks for any advice!
On one line of resistance, I have a 10' long wall (plywood shear wall) at 0 degrees and another 10' long wall at 30 degrees. My thought is to divide the skewed wall into orthogonal components (8.66' in the 0 degree direction and 5' in the 90 degree direction). If I apply a 5000 lb load to this line of resistance, my unit shear would be v = 5000 lbs / (10' + 8.66') = 268 lbs/ft. In the skewed wall, I will have F = 268 lbs/ft x 8.66' = 2321 lbs.
And then I would analyze the structure in the orthogonal direction and come up with a similar unit shear. In the orthogonal direction, I have a 10' long wall at 90 deg and the same 10' long wall at 30 deg. If I have the same 5000 lb load, my unit shear would be v = 5000 lbs / (10' + 5') = 333 lbs/ft. In the skewed wall, I will have F = 333 lbs/ft x 5' = 1665 lbs.
Lastly, I would combine these using the 100% + 30% rule. So I would have: F = 1.0 x 2321 + 0.3 x 1665 = 2821 lbs and F = 1.0 x 1665 + 0.3 x 2321 = 2361 lbs. Using the controlling 2821 lbs in this wall, the unit shear in the skewed wall will be v = 2821 lbs / 10' = 282 lbs/ft.
Does this seem correct?
Thanks for any advice!






RE: Skewed Shear Walls
RE: Skewed Shear Walls
RE: Skewed Shear Walls
If that's not an option, remember that flexible diaphragms are treated as simply supported beams between lateral resisting elements. Draw out the free body diagrams and you should be able to get the forces. Are you going to provide full depth collectors at shear walls? Blocking and straps? Sub diaphragms and transfer diaphragms would be a pain with that layout.
RE: Skewed Shear Walls
I guess I'll just do the flexible and envelope it.
RE: Skewed Shear Walls
RE: Skewed Shear Walls
You might get close doing what you are doing, but then again you might be miles off. One of those things you want to verify via another means to justify use of any simplifications and assumptions. If it's multiple storeys, I'd suggest modelling it is the only way.
RE: Skewed Shear Walls
Do you have any recommendations for 3D software for wood shear walls? The only analysis software our office has is risa 2d.
Thanks!
RE: Skewed Shear Walls
RE: Skewed Shear Walls
RE: Skewed Shear Walls
1) Pare down the number of designated shear walls to make the shear distribution more tractable. As others have pointed out, the collector and diaphragm design will be difficult to rationalize if you use every last wall.
2) I feel that having a simple and robust load path consisting of clearly defined and well detailed collector elements, shear walls, and connections trumps all else.
3) In my opinion, the concepts of "flexible diaphragm" and "horizontal irregularity" are incompatible. Once you go flexible, the distribution is determinate and largely unaffected by most irregularities.
4) For light frame wood structures, I find anything other than the simplest of load distribution analyses unjustifiable. I only support FEM if that method is actually faster than a flexible hand analysis. And, on occasion, it is.
I do understand that ASCE7 mandates certain things that would be in opposition to my view.
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.