Strength design of reinforced-concrete columns to the NSCP 2015 /
ACI 318-14. Check the axial capacity of a short tied or spiral
column, plot the full P–M interaction diagram for a column under
combined axial load and bending, or run a biaxial (Bresler) check.
The app reports φPₙ, the utilization against your factored demand, draws
the column cross-section and — in interaction mode — the
interaction curve with your demand point plotted SAFE or OVER.
⭐ Free to use · Balance … EP
Design mode
Short concentric column — pure axial capacity φPₙ,max and utilization.
Leave blank to report capacity only. With Pu the app gives the utilization Pu/φPn,max and a SAFE / OVER verdict.
② Rectangular section (bending about x — depth h)
Distance from the face to the centre of the nearest bar layer (clear cover + tie + ½ bar).
③ Longitudinal steel
Bars along the top face = along the bottom face.
Side bars at mid-depth (for a 3-layer arrangement).
Split equally to the top & bottom layers (3-layer puts ⅓ at mid-depth).
④ Factored demand
The demand point (Mu, Pu) is plotted on the φ curve — inside = SAFE, outside = OVER.
② Section (symmetric — same steel each face)
Distributed equally on all four faces (symmetric).
③ Factored demand
Bresler reciprocal-load: 1/Pₙ = 1/Pₙₓ + 1/Pₙᵧ − 1/Pₒ. Valid when Pu ≳ 0.1 f′c Ag.
🧱 Results
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Column cross-section
P–M interaction diagram
Worked solution
⚠️ Preliminary / verification aid. Results follow NSCP 2015 /
ACI 318-14 strength design for a short column. Slenderness, minimum
eccentricity, detailing (tie spacing, bar arrangement, splices) and
load combinations must be confirmed by full design before construction.
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