Cold-Formed Steel Member (Design Only)
Link analysis forces directly from a 3D model or beam analysis calculator into this member check - no re-entry required. Structural engineers working with cold-formed steel structures who already have analysis results and need fast, code-compliant capacity design for individual light gauge steel members to AS/NZS 4600:2018. Suited to fabricators and detailers verifying Cee, Zed, and custom sections from the Australian CFS library without rebuilding the full analysis from scratch.
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What it calculates
Link analysis forces directly from a 3D model or beam analysis calculator - no re-entry required. Design cold-formed steel members to AS/NZS 4600:2018 using the Direct Strength Method, with checks for moment, shear, bearing, and combined actions across the full Australian CFS section library.
Code standards
- AS/NZS 4600:2018
How it calculates
The Cold-Formed Steel Member calculator takes pre-computed analysis forces and applies AS/NZS 4600:2018 capacity design checks. The design method is the Direct Strength Method (DSM) from Clause 7, which uses elastic buckling analysis - specifically Finite Strip Method (FSM) signature curves built into the section library - to determine local, distortional, and global buckling loads.
Section selection and configuration
You select a section from the comprehensive Australian CFS library (Cee, Zed, top-hat, hat, and custom shapes). The section configuration - Single, Back-to-Back, or Boxed - scales all capacity results by 1 or 2 as appropriate. The library stores the FSM-derived elastic buckling moments and compression loads needed for DSM without requiring you to run separate buckling software.
Moment capacity
The moment section capacity phiM_s is the upper-bound capacity assuming perfect continuous restraint. It is compared against the maximum applied moment demand.
Positive and negative moment member capacities account for lateral-torsional buckling:
utilization = |M| / phiM_b ≤ 1.0*
where phiM_b is governed by the lateral-torsional buckling load, the effective length between restraints, and the DSM strength curve. Separate checks are performed for positive and negative moment because top-flange and bottom-flange lateral bracing intervals are specified independently.
Shear capacity
Shear capacity follows AS/NZS 4600:2018 Clause 3.3.4:
utilization = |V| / phiV_v ≤ 1.0*
When circular or rectangular web holes are present, a reduced shear capacity at holes is also reported, with the reduction factor q_s depending on hole size and spacing relative to web height.
Bearing capacity
Bearing capacity at end supports and interior supports is checked for standard Cee and Zed sections. Bearing demand is the support reaction at the critical support location:
utilization = R / phiR_b ≤ 1.0*
Combined action checks
Two interaction checks guard against simultaneous high moment and high shear or moment and bearing:
MV interaction = MV_int / MV_int,max ≤ 1.0
MR interaction = MR_intsum / 1.0 ≤ 1.0
These are evaluated at the location where both moment and shear or moment and bearing reaction are highest, per AS/NZS 4600:2018.
Compression capacity
When the member carries axial compression, the compression section capacity (phiN_s) is checked first as an upper bound. The compression member capacity (phiN_c) accounts for local, distortional, and global buckling using the DSM strength curve.
For combined bending and compression:
MC interaction = MC_int ≤ 1.0
Frequently asked questions
What design standard does this calculator use?
What inputs does the calculator require?
What capacity checks does it perform?
Can it handle back-to-back or boxed sections?
When should I use this calculator versus the CFS Beam calculator?
How does load linking work with this calculator?
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