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The beam is too deep Mr. Engineer 1

ANE91

Structural
Mar 31, 2023
351
12-foot span supporting two residential stories, (2)14” LVLs flush, joist bays are 12’ and 16’, contractor wants 9-1/4” instead. Deflection controlled. No chance of reconfiguring the floor plan to cut down the trib width or add interior supports. I can’t think of a way to make this work…5 or 6 LVLs feels like crazytown. Any creative ideas before I crush his dreams of a mildly taller ceiling?

I’m sure there’s plenty of other posts about this exact topic, but I wanted some contemporary feedback while I searched. Thanks y’all.
 
Solution
Seeing a floor plan would be helpful.

Some ideas:
  1. Use a steel beam. I would bet a W8 section works for your loads and fits within the desired floor depth.
  2. Use a flitch beam (for ex. 2 LVL plies with a steel plate sandwiched between).
  3. If the floor plan allows it, push the beam up into a wall above. This only works if there aren't any wall openings which would be obstructed by the beam.
I usually go with option 1 in this situation.
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Could the reason be related to providing rotational restraint at wood bearings? I know this can be done with a flange plate bolted to the wood, but that can be messy.
Rotational restraint? I'm assuming the original analysis considered the supports as pinned and free to rotate. I, too, like to have steel posts supporting steel beams, but, when I do, I weld the beam to the column (because, usually, there is no room for a cap plate) analyze the beam/columns as a frame. This not only reduces the beam size but also more correctly analyzes the column because, with rotation, there is moment.
 
Rotational restraint? I'm assuming the original analysis considered the supports as pinned and free to rotate. I, too, like to have steel posts supporting steel beams, but, when I do, I weld the beam to the column (because, usually, there is no room for a cap plate) analyze the beam/columns as a frame. This not only reduces the beam size but also more correctly analyzes the column because, with rotation, there is moment.
9 out of 10 times I use a knife plate since there is no room for a cap plate. No welding required. Simple bolting.
 
not good at shorter spans as the end reactions are typically very high.
XR250, Could you explain the correlation between short spans and very high end reactions. That has not been what I have seen over the years.

I am generally using flitch beams on remodel projects more than new-build. Contractors I work with prefer the flitchs over the steel beams.
 
What about detailing it so that it's shallower than the wood, and held 1/4" to 1/2" above the bottom of the wood plies? That's my go-to...curious if you've seen issues with that approach in the wild. I haven't gotten complaints, but then I wouldn't be surprised if they just spray painted a piece of plywood black to trick a city inspector...
These has been threads about this previously. I honestly have never seen an issue but doing the math on how the load gets moved around from steel to wood makes a brain hurt.
 
XR250, Could you explain the correlation between short spans and very high end reactions. That has not been what I have seen over the years.

I am generally using flitch beams on remodel projects more than new-build. Contractors I work with prefer the flitchs over the steel beams.
So in the OP's case, 2 floors at 14 ft. avg. trib, the end reaction would be about 7k. Moment would be about 20 ft-k so roughly a 3/4x9 flitch. Now use that flitch in a different case where it has a 20 ft. span (say supporting a roof) , it could only take about 350 PLF before it fails in deflection and the end reaction is 3.5k - much more palatable.
 
9 out of 10 times I use a knife plate since there is no room for a cap plate. No welding required. Simple bolting.
Maybe I'm not visualizing it correctly, but wouldn't that connection induce moment into the column due to the eccentricity?
 
Thanks XR, I see what you mean now.

"For a given beam section that is loaded to the max", the shorter span ones tend to support more total load because they are generally controlled by shear rather than moment/deflection. But that is true for even steel beams, not just flitch beams.

I was thinking why would 10' at 1,000 lbs per foot have higher reactions than 20' at 1,000 lbs per foot. You are saying the shorter beam could support a higher load magnitude.
 

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