calcnote ACI 318-19
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Sample result

Checked about X: depth h = 16 in

This is a live sample output for a 16×16 in rectangular tied column with 8-#9 longitudinal bars (f′c = 5,000 psi, Grade 60), checked per ACI 318-19 under Pu = 200 kip and M2 = 60 kip-ft. The same section is verified against StructurePoint's published spColumn reference — see the verification pages, the full report (PDF) and the methodology. Run your own column to get an editable .docx calc-note.

PASS

Both axial and moment D/C ratios ≤ 1.00.

P-M interaction diagram

P-M interaction diagram showing demand point against the φ-reduced capacity envelope

Demand (Pu, Mu) tested against the φ-reduced capacity polygon. Operating point (φPn, φMn) shown on the boundary. φ is computed per anchor from εt (§21.2.2); your operating point lies in the compression-controlled region — how the φ transition works.

Quantity Value
Pu (factored axial demand, kip) 200.00
φPn (axial capacity at operating point, kip) 562.55
Mu (= M2, design moment, kip-ft) 60.00

No transverse load between supports. Cm from end-moment ratio per ACI 318-19 §6.6.4.5.3(a).

φMn (moment capacity, kip-ft) 168.77
φ regime (§21.2.2) Compression-controlled φ = 0.65 throughout (εt ≤ εty = 0.00207)
D/C axial 0.35
D/C moment 0.35
kl/r about X 25.00

Nonsway frames only (ACI 318-19 §6.6.4.3). For a sway column this result does not apply.

The other axis (about Y) was not checked. kl/r about Y = 25.00, which exceeds the worst-case short-column limit of 22 (actual limit depends on the other-axis moments). Run the check about Y separately. Run about Y

kl/r limit 34.00
Tie spacing limit (§25.7.2.1) 16.00 in (governed by b)
Bar clear spacing (§25.2.3) 2.54 in ≥ 1.69 in

Assumptions and limits

  • Tie arrangement and crossties (§25.7.2.3) are not checked.

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Verdict method 4 · build fce9df8 · generated 2026-10-06 19:04 UTC