ATSE
Structural
- May 14, 2009
- 594
I've seen similar threads, but to be painfully clear:
Consider a single headed stud in concrete using Appendix D
1. Moderate-high seismic zone (say, San Diego)
2. f'c = 3,000 psi
3. 5/8" diameter, A193, B6 (stainless steel, futa=110ksi), 7" embed in 12" thick concrete
4. No supplemental reinf (Condition B)
5. Tension only
6. Edge distance > 24"
phi*Nsa = design strength, steel tension = 18.6 kips (not including seismic reduction)
phi*Ncb = design strength, conc breakout = 17.0 kips (not including seismic reduction)
However, the punishing comes when the seismic reduction factors are applied via D.3.3.3 and D.3.3.5.
It appears that I need to penalize phi*Ncb by 0.75 / 2.5 = 0.30. That is, reduce the capacity by 70%. Phi*Nn =0.3 * 17.0 = 5.1 kips.
I've done this calc a few different times now, but I always wonder if I'm missing something. Can I get a confirmation on this?
I think I can get better anchorage values out of bubble gum.
Hilti has fairly nice design aids and design examples, but does not use omega (high seismic areas) in their example calc (page 56-57 of latest design manual).
Simpson’s software has a warning regarding the 2.5 factor, but does not explicitly apply it to the reported values on the results page.
As an aside, I can use a little more embedment to get steel to govern. However, epoxy by any manufacturer is nearly impossible to get a ductile (steel) failure to govern over bond for reasonable embedments (and available hammer bits), and resulting tension capacities are super low. It seems to encourage the bad practice of using larger diameter anchors, since you're going to have to use 2.5 no matter what you do. Am I missing something?
Consider a single headed stud in concrete using Appendix D
1. Moderate-high seismic zone (say, San Diego)
2. f'c = 3,000 psi
3. 5/8" diameter, A193, B6 (stainless steel, futa=110ksi), 7" embed in 12" thick concrete
4. No supplemental reinf (Condition B)
5. Tension only
6. Edge distance > 24"
phi*Nsa = design strength, steel tension = 18.6 kips (not including seismic reduction)
phi*Ncb = design strength, conc breakout = 17.0 kips (not including seismic reduction)
However, the punishing comes when the seismic reduction factors are applied via D.3.3.3 and D.3.3.5.
It appears that I need to penalize phi*Ncb by 0.75 / 2.5 = 0.30. That is, reduce the capacity by 70%. Phi*Nn =0.3 * 17.0 = 5.1 kips.
I've done this calc a few different times now, but I always wonder if I'm missing something. Can I get a confirmation on this?
I think I can get better anchorage values out of bubble gum.
Hilti has fairly nice design aids and design examples, but does not use omega (high seismic areas) in their example calc (page 56-57 of latest design manual).
Simpson’s software has a warning regarding the 2.5 factor, but does not explicitly apply it to the reported values on the results page.
As an aside, I can use a little more embedment to get steel to govern. However, epoxy by any manufacturer is nearly impossible to get a ductile (steel) failure to govern over bond for reasonable embedments (and available hammer bits), and resulting tension capacities are super low. It seems to encourage the bad practice of using larger diameter anchors, since you're going to have to use 2.5 no matter what you do. Am I missing something?