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125x125x16EA Equal Angle

AS/NZS 3679.1Grade 300

The 125x125x16EA is a equal angle to AS/NZS 3679.1. It is 125 × 125 mm legs, 15.8 mm thick, has a mass of 29.1 kg/m and a gross area of 3711 mm². Its major-axis second moment of area is Ix = 5.32 × 10⁶ mm⁴. Download its free DXF drawing (a true-scale CAD outline) below, or print the dimensioned drawing sheet.

Also written as: 125 x 125 x 16 equal angle, 125x125x16 EA

DXF (AutoCAD R12)SVG drawingJSON data
125x125x16EA Equal Angle cross-section drawingxxyyd = 125b = 125t = 15.8t = 15.8r1 = 10r2 = 5uvxc = 36.8yc = 36.8NOTES1. ALL DIMENSIONS IN MILLIMETRES. TRUE SCALE 1:2 WHEN PRINTED ON A4.2. x-x, y-y: CENTROIDAL AXES PARALLEL TO LEGS. u-u, v-v: PRINCIPAL AXES (α = 45.0°).3. VERIFY AGAINST MANUFACTURER DATA BEFORE USE.STEELINFOSTEELINFO.AUTITLE125x125x16EA EQUAL ANGLESTANDARDAS/NZS 3679.1GRADE300SCALE @ A41:2UNITSmmDATE2026-10-08

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Dimensions

125x125x16EA dimensions
SymbolPropertyValueUnit
dLeg length (vertical)125mm
bLeg length (horizontal)125mm
tThickness15.8mm
r1Root radius10.0mm
r2Toe radius5.0mm

Section properties

125x125x16EA section properties
SymbolPropertyValueUnit
mMass per metre (nominal)29.1kg/m
AgGross cross-section area3711mm²
IxSecond moment of area about x-axis5.3210⁶ mm⁴
ZxElastic section modulus, x-axis (min.)60.310³ mm³
SxPlastic section modulus, x-axis10910³ mm³
rxRadius of gyration, x-axis37.9mm
IySecond moment of area about y-axis5.3210⁶ mm⁴
ZyElastic section modulus, y-axis (min.)60.310³ mm³
SyPlastic section modulus, y-axis10910³ mm³
ryRadius of gyration, y-axis37.9mm
IuSecond moment of area, major principal axis8.4310⁶ mm⁴
IvSecond moment of area, minor principal axis2.2010⁶ mm⁴
ruRadius of gyration, u-axis47.7mm
rvRadius of gyration, v-axis (minimum)24.4mm
αAngle of u-axis to x-axis45.0°
xcCentroid from back of vertical leg36.8mm
ycCentroid from back of horizontal leg36.8mm
JTorsion constant30810³ mm⁴
AsExternal surface area per metre0.491m²/m
As/tExternal surface area per tonne16.9m²/t

Axes: x-x and y-y pass through the centroid parallel to the legs; u-u (major) and v-v (minor) are the principal axes, with u-u at angle α to x-x. xc, yc locate the centroid from the backs of the legs.

Mass 174.6 kg · surface area 2.95 m²

Design capacities to AS 4100

AS 4100 design capacities – Grade 300
SymbolPropertyValueUnit
Steel grade300 (AS/NZS 3679.1)
fyYield stress used300MPa
fuTensile strength440MPa
kfForm factor (Cl. 6.2.2)1.000
φNsSection compression capacity (Cl. 6.2.1)1002kN
φNtTension capacity, gross section (Cl. 7.2, kt=1, An=Ag)1002kN
αbCompression member section constant (Table 6.3.3)0.5
Member capacity vs effective length (αm = 1.0)
Le (m)φNc v-axis (kN)
0.5957
1839
1.5699
2548
2.5419
3323
3.5253
4203
5137
698.4
773.9
857.5
945.9
1037.5
1226.4

φNc: Cl. 6.3.3, pin-ended effective length Le = keL, concentric load. Single angles are rarely loaded concentrically. When connected through one leg, design them for combined actions (AS 4100 Section 8); Cl. 8.4.6 covers eccentrically loaded single angles in trusses.

10338276204132070024681012Effective length Le (m)
φNc v-axis (kN)
Member capacity calculator

For restraint types, ktklkr and αm, use the lateral restraint calculator.

Instant check only. Effective lengths and moment modification factors must be determined by the designer in accordance with AS 4100 Cl. 4.6, 5.6.3 and 6.3.2. Not a substitute for a qualified engineer: see the disclaimer.

Other equal angles

Relevant Australian Standards

See all Australian Standards for structural steel.

Properties are calculated from nominal dimensions, including root and toe radii, as described in notation & method. Mass is the nominal catalogue mass; the calculated mass at 7850 kg/m³ is 29.13 kg/m. Verify against current manufacturer literature before use in design. Spotted an error? Report it.