AlexREI
Structural
- Nov 19, 2008
- 7
I am working on a simple span wood beam that is overstressed and I'm toying with a few different ideas. One interesting one that I've come up with would be a good solution, but I'm looking for someone who has possibly done something similar to this.
Obviously, the wood beam (7X18 psl) is in place and has been stressed with dead loads and partial live loads. I'm designing as if it is seeing DL + .15LL (ASD). At this point it is stressed 2400 psi out of 2900 psi. The interesting idea that I've designed to fix the bending issue is inserting a 7/8" dia turnbuckle rod 2" under the wood beam and stressing (putting tension in the rod) it up a certain amount. With proper connections at the wood beam ends, the tension added in the turnbuckle would act as "post tensioning" the wood beam and create an upward moment from its eccentricity, which would in turn bring my DL + .15LL stress in the wood beam down to 2250 psi. From this point on (for the rest of the LL), I've assumed composite action with an increased Ix from the transformed section. I can make the bending stress in the wood come down to under 2900 psi, while keeping the tension in the turnbuckle within the allowable amount.
Here is the question: does this solution conform with VQ/IT? If I'm assuming a composite section with a 2" gap between the wood and steel rod and only connections at the wood beam ends, is any horizontal shear stress transferred to the rod, or can I assume the shear stress is taken in full by the wood beam and the LL bending is taken by the composite composite section. This solution works well in theory for bending, but this shear issue is throwing me for a loop. If anybody has done something similar or has comments, they would be greatly appreciated.
Thanks!!!
Obviously, the wood beam (7X18 psl) is in place and has been stressed with dead loads and partial live loads. I'm designing as if it is seeing DL + .15LL (ASD). At this point it is stressed 2400 psi out of 2900 psi. The interesting idea that I've designed to fix the bending issue is inserting a 7/8" dia turnbuckle rod 2" under the wood beam and stressing (putting tension in the rod) it up a certain amount. With proper connections at the wood beam ends, the tension added in the turnbuckle would act as "post tensioning" the wood beam and create an upward moment from its eccentricity, which would in turn bring my DL + .15LL stress in the wood beam down to 2250 psi. From this point on (for the rest of the LL), I've assumed composite action with an increased Ix from the transformed section. I can make the bending stress in the wood come down to under 2900 psi, while keeping the tension in the turnbuckle within the allowable amount.
Here is the question: does this solution conform with VQ/IT? If I'm assuming a composite section with a 2" gap between the wood and steel rod and only connections at the wood beam ends, is any horizontal shear stress transferred to the rod, or can I assume the shear stress is taken in full by the wood beam and the LL bending is taken by the composite composite section. This solution works well in theory for bending, but this shear issue is throwing me for a loop. If anybody has done something similar or has comments, they would be greatly appreciated.
Thanks!!!