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Cold-Formed Purlin Design Calculator

Lipped C or Z cold-formed steel purlin design by the Direct Strength Method to SANS 10162-2 (an adoption of AS/NZS 4600). Member moment capacity from local (Mbl), distortional (Mbd) and global (Mbe) elastic buckling, cold-formed web shear buckling, combined bending + shear and serviceability deflection — with a cross-section diagram and a printable clause-by-clause calc sheet. The distortional buckling stress uses the Lau & Hancock closed form of AS/NZS 4600 Appendix D, validated against published CUFSM finite-strip results within 3%. Yield stress and section dimensions are editable user inputs.

Direct Strength Method · distortional stress (App D) validated vs CUFSM within 3% · SANS 10162-2 = AS/NZS 4600

Inputs

Member
m
m
Section dimensions overall (out-to-out)
mm
mm
mm
mm
mm
Material
MPa
MPa
Loads (characteristic, on plan)
kPa
kPa
kPa
Restraint of compression flange
kNm
Rational-analysis overrides 0 = use built-in (Cl 7.1.2)
kNm
kNm
Factors & limits

Section & loading

Span & line load
Section

Design result

—
—
enter loads
Design line load w*—
Design moment M*—
Design shear V*—
Yield moment My = fy·Zf—
Local Mbl (fol)—
Distortional Mbd (fod)—
Global Mbe—
Section moment capacity φbMb—
Area A—
Ix (full)—
Zf (full)—
fod · Lcr,d—
λl / λd—
Governing (bending)—
Shear φvVv—
Deflection δ (limit)—

Design checks

Step-by-step calculation

Purlin schedule — all members

Every purlin in the project, aggregated. Mass uses the section area × length × 7850 kg/m³. Use “Add member” above to build the schedule, then Download PDF (print → Save as PDF).
DSM

This isn't a toy calculator

The distortional buckling here is the Lau & Hancock closed form of AS/NZS 4600 Appendix D, validated against published CUFSM finite-strip results within 3% — the same standard STATIX holds across analysis, design and connections. A full 3D suite with native CBFEM is planned.

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