sundale
Structural
- Jan 18, 2005
- 211
What is the general consensus in regard to a what is deemed the "controlling" base shear in a lateral analysis?
Namely, say you have E = 20 kip seismic base shear (ultimate) and a W = 10 kip wind base shear (service). IBC load combinations would say 0.7E to convert it to a service load: E = 14 kip (service). BUT, to calculate the seismic base shear, you also divided the force coefficient by the (inelastic) response modifier R.
Is directly comparing a "service" E = 14 kip (with implied inelastic assumption) to a service W = 10 kip (with an elastic assumption) really correct?
I (perhaps too) simply compare 0.7E vs 1.0 W for determining which one "governs" the base shear force requirement. For deflections, I will check check the seismic P-delta stuff and then also a servicability drift using 0.7 W.
Namely, say you have E = 20 kip seismic base shear (ultimate) and a W = 10 kip wind base shear (service). IBC load combinations would say 0.7E to convert it to a service load: E = 14 kip (service). BUT, to calculate the seismic base shear, you also divided the force coefficient by the (inelastic) response modifier R.
Is directly comparing a "service" E = 14 kip (with implied inelastic assumption) to a service W = 10 kip (with an elastic assumption) really correct?
I (perhaps too) simply compare 0.7E vs 1.0 W for determining which one "governs" the base shear force requirement. For deflections, I will check check the seismic P-delta stuff and then also a servicability drift using 0.7 W.