Good evening,
I have previously posted on minimum moment a column supporting a slab should be designed for. In the case of a column supporting a long span beam (16m) this moment becomes incredibly large if taken from a finite element analysis.
Rapt, one of the members, previously posted that as long as one designs the column to take its cracking moment (considering axial stresses and bending stresses) that is sufficient.
In my case I have a continuous spanning beam of 1400mm deep and 1350mm wide, with two 15m spans.
This beam is supported by three 1350 x 345mm columns, about 10m high. The columns are orientated so that the weak axis will pick up bending from the beam.
If I calculate the cracking moment it is 320kNm, which the column can easily take.
The FEM analysis gives bending moment of 2200kNm, in which case it would be impossible to sufficiently reinforce the column.
I do not need the column to resist any moment in terms of assisting in frame action for stability, or to reduce midspan bending in the beam. The beam supports a slab to which it id tied into, and this slab is connected to shear cores, so in reality I need no connection between the column and beam, only plain bearing. The beam may as well be precast.
If I were to extend the column bars by say 100mm into the beam, and then also wrap these so there is little to no bond, no moment transfer can happen due to stresses transferred via bars. I actually need no shear connection between beam and column (not seismic region) so actually I don't have to extend any column bars into the beam, but would at least have some bars extending so that the column is laterally restrained at the top.
In such a case it would seem unrealistic to design for the extremely large moments I get from an FEM analysis.
So, my question is, what would be the minimum moment to design the column for?
Thanks,
I have previously posted on minimum moment a column supporting a slab should be designed for. In the case of a column supporting a long span beam (16m) this moment becomes incredibly large if taken from a finite element analysis.
Rapt, one of the members, previously posted that as long as one designs the column to take its cracking moment (considering axial stresses and bending stresses) that is sufficient.
In my case I have a continuous spanning beam of 1400mm deep and 1350mm wide, with two 15m spans.
This beam is supported by three 1350 x 345mm columns, about 10m high. The columns are orientated so that the weak axis will pick up bending from the beam.
If I calculate the cracking moment it is 320kNm, which the column can easily take.
The FEM analysis gives bending moment of 2200kNm, in which case it would be impossible to sufficiently reinforce the column.
I do not need the column to resist any moment in terms of assisting in frame action for stability, or to reduce midspan bending in the beam. The beam supports a slab to which it id tied into, and this slab is connected to shear cores, so in reality I need no connection between the column and beam, only plain bearing. The beam may as well be precast.
If I were to extend the column bars by say 100mm into the beam, and then also wrap these so there is little to no bond, no moment transfer can happen due to stresses transferred via bars. I actually need no shear connection between beam and column (not seismic region) so actually I don't have to extend any column bars into the beam, but would at least have some bars extending so that the column is laterally restrained at the top.
In such a case it would seem unrealistic to design for the extremely large moments I get from an FEM analysis.
So, my question is, what would be the minimum moment to design the column for?
Thanks,