rscassar
Structural
- Jul 29, 2010
- 631
Does anybody have any issues with the clause in the code regarding column design which says:
The cross-sectional area of the longitudinal reinforcement in a column shall-
a) be not less than 0.01*Ag except that, in a column that has a larger area than that required for strength, a reduced value of Asc may be used if Asc*fsy>0.15*N*.
Just say I am designing a column (N40) with 1% reinforcement (fsy=500MPa). The design squash load (which doesn't get designed for because of minimum eccentricity requirements) is calculated as follows:
0.6*(0.99*Ag*(0.85*40MPa)+0.01*Ag*500MPa) = 23.2*Ag [MPa]
If we solve what component of Asc*fsy this is we get over 20%.
0.01*Ag*500/(23.2*Ag)=0.2155
So even when columns are designed to work at squash load (which we cannot because of minimum eccentricity requirements) for 40MPa concrete Asc*fsy will always be greater than 0.15*N*.
Am I interpreting this provision of the standard correctly?
All opinions are welcome and encouraged.
The cross-sectional area of the longitudinal reinforcement in a column shall-
a) be not less than 0.01*Ag except that, in a column that has a larger area than that required for strength, a reduced value of Asc may be used if Asc*fsy>0.15*N*.
Just say I am designing a column (N40) with 1% reinforcement (fsy=500MPa). The design squash load (which doesn't get designed for because of minimum eccentricity requirements) is calculated as follows:
0.6*(0.99*Ag*(0.85*40MPa)+0.01*Ag*500MPa) = 23.2*Ag [MPa]
If we solve what component of Asc*fsy this is we get over 20%.
0.01*Ag*500/(23.2*Ag)=0.2155
So even when columns are designed to work at squash load (which we cannot because of minimum eccentricity requirements) for 40MPa concrete Asc*fsy will always be greater than 0.15*N*.
Am I interpreting this provision of the standard correctly?
All opinions are welcome and encouraged.