Australian Section Compactness — AS 4100 Table 5.2 Guide

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Reference for section compactness limits per AS 4100:2020 Table 5.2. Slenderness classification for flanges and webs determines whether the full plastic moment can be achieved.

Slenderness Classification — AS 4100 Table 5.2

Element Type Compact (λ ≤ λcp) Non-Compact (λ ≤ λcn) Slender
Flanges
Hot-rolled I-section flange, outstand 9 14 >14
Welded I-section flange, outstand 8 12 >12
RHS/SHS flange (compression) 30 40 >40
Angle leg, outstand 10 16 >16
Webs
I-section web (pure bending) 80 115 >115
I-section web (axial compression) 30 35 >35
RHS/SHS web (bending) 30 40 >40

λ = b/t or d1/tw as applicable. b = half-flange for I-sections.

Moment Capacity Based on Compactness

Classification Section Capacity φMs Reference
Compact φMs = φ × fy × Sx Clause 5.2.3
Non-compact φMs = φ × fy × Ze (interpolated) Clause 5.2.4
Slender φMs = φ × fy × Ze (effective section) Clause 5.2.5

Where Sx = plastic modulus, Zx = elastic modulus, Ze = effective modulus.

Common Australian Sections Classification

Section flambdab/tf Web d1/tw Flange Class Web Class Section Class
250UB37.3 4.5 38 Compact Compact Compact
310UB46.2 5.5 45 Compact Compact Compact
410UB59.7 6.3 51 Compact Compact Compact
610UB125 5.6 53 Compact Compact Compact
700UB173 5.4 55 Compact Compact Compact
200UC52 5.0 16 Compact Compact Compact
310UC137 7.0 18 Compact Compact Compact

Most Australian hot-rolled sections are compact, enabling full plastic design.

Worked Example

Problem: Classify a 410UB59.7 section (bf/tf=6.3, d1/tw=51). Grade 300 steel has fy=300 MPa.

Solution: Flange: λ=6.3. Per Table 5.2, λcp=9 for hot-rolled flange. 6.3 < 9 → Compact Web: λ=51. Per Table 5.2, λcp=80 for web in bending. 51 < 80 → Compact Section classification = Compact → full φMs = φ × fy × Sx applies.

Design Resources

FAQ

What is the compact flange limit for hot-rolled I-sections? λ ≤ 9 (b/tf) per AS 4100 Table 5.2. Most Australian UB and UC sections are compact.

How does compactness affect design? Compact sections can achieve full plastic moment (φMs = φ × fy × Sx). Non-compact and slender sections have reduced capacity based on effective section.

What is the web compactness limit for I-sections in bending? λ ≤ 80 (d1/tw) for compact. Most Australian sections have d1/tw < 80.


Educational Use Only — This reference is for educational and preliminary design purposes only. All structural designs must be independently verified by a licensed Professional Engineer (PE) or Structural Engineer (SE) in accordance with AS 4100:2020 and all applicable Australian Standards. Results are not for construction.