cal91
Structural
- Apr 18, 2016
- 294
I have a W21X201 column with 12,100 k-in and 230 k uplift to anchor to the top of an 18" 4000psi concrete wall.
I'm trying to find the minimum embed to satisfy concrete break out per ACI 318-14 17.4.2, however I'm a little lost because If I calculate Anc as 18" * 3*Hef, I get that I need 1,200 FEET of embedment.
If I just assume ANC/ANCO = 1.0, and I modify equation 17.4.2.2a by replacing hef^1.5 with hef^0.75, to account for my cone being one dimensional not two dimensional, I get I need 12 feet of embedment which seems high but is atleast in the ballpark. However, I never used the 18" wall thickness to determine that, and I know it's not the right way to do it. However, none of the examples in Figure R17.4.2.1 show opposite sides having limiting edge distances, and 17.4.2.3 is only for having 3 sides being limiting edge distances. Why can't I find any provisions for opposite sides having limiting edge distances?
Thanks
I'm trying to find the minimum embed to satisfy concrete break out per ACI 318-14 17.4.2, however I'm a little lost because If I calculate Anc as 18" * 3*Hef, I get that I need 1,200 FEET of embedment.
If I just assume ANC/ANCO = 1.0, and I modify equation 17.4.2.2a by replacing hef^1.5 with hef^0.75, to account for my cone being one dimensional not two dimensional, I get I need 12 feet of embedment which seems high but is atleast in the ballpark. However, I never used the 18" wall thickness to determine that, and I know it's not the right way to do it. However, none of the examples in Figure R17.4.2.1 show opposite sides having limiting edge distances, and 17.4.2.3 is only for having 3 sides being limiting edge distances. Why can't I find any provisions for opposite sides having limiting edge distances?
Thanks