Moment causes tension at the bottom of the section and is always positive;
Provide Material and Strength Data only if strength analysis is desired;
Provide Working Stress Data only if stress analysis is desired;
Output Notes
(T) denotes tension;
(C) denotes compression;
In strength analysis, if an axial load is in tension (Pu<0) and a center of gravity of the reinforcement is not coincidental with the center of gravity of the concrete section then ‘C’ and strain are not calculated (see last design note);
Design Notes
Strength analysis is based on an equilibrium and stress/strain compatibility as outlined in the ACI and ASHTO Codes;
The tensile strength of the concrete is neglected;
In strength analysis stress in reinforcement = 29000ε ≤ Fy;
β1 = 0.85 for F'c ≤ 4.0 ksi; β1 = 0.85 - 0.05(F'c-4) ≥ 0.65 for F'c > 4.0 ksi;
If an axial load is in tension (Pu<0) and a center of gravity of the reinforcement is not coincidental with the center of gravity of the concrete section then the moment resistance (Mr) is calculated equal to Mo(1-Pu/Po), where
Mo – moment resistance corresponding to Pu=0
Po - axial tensile resistance corresponding to Mu=0 (Po is based on a portion of the specified reinforcement with the center of gravity at the center of gravity of the concrete section;
See custom Excel functions (include analysis of the reinforced concrete sections)