TylerM94
Structural
- Jun 2, 2020
- 26
I’m working on a project with a senior PM in our office that’s composite steel framed construction with slab on metal deck. During the pre-construction meeting we had for slab placement the contractor took issue with our specification that states: the placing contractor should assume to add an additional 1.5” of concrete to account for deflection of the steel structure within a given bay and meet the desired floor elevation. The contractor said if we are placing concrete and we add an additional 1.5” of concrete in a bay and top of slab is not met, how much more can we add? It is their opinion the deck will locally deflect. My PM does not want to answer this question and wants the contractor to refer to the metal deck shop notes which say maximum unshored spans are based on SDI construction loading criteria of 20 PSF. My question is, isn’t this note referring to an allowable live load for the contractors and finishing equipment on the deck? The contractor insists this is a safety issue (how much concrete can we add - 2,3,4”) to meet top of slab.
The contractor also took issue with our FL requirements for slab on metal deck and said they can’t measure FL for unshored construction. My PM took the lead on the discussion and argued against this - insisting on a laser level to be used as opposed to the “stick method.” Since I’m new to the constructability side I was wondering if someone could help explain this to me as well as opine on what you would do if a contractor was pushing back on your anticipated deflection of the supporting structure.
The contractor also took issue with our FL requirements for slab on metal deck and said they can’t measure FL for unshored construction. My PM took the lead on the discussion and argued against this - insisting on a laser level to be used as opposed to the “stick method.” Since I’m new to the constructability side I was wondering if someone could help explain this to me as well as opine on what you would do if a contractor was pushing back on your anticipated deflection of the supporting structure.