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SHS 60/6

Production class: cold formed (EN 10219-2)

Section geometry

SHS shape
Height (h):
60mm
Width (b):
60mm
Wall thickness (t):
6mm
Outer rounding (router):
12mm
Inner rounding (rinner):
6mm

Section properties

Moment of inertia (I):mm⁴
Y-axis:
5.607E5
Z-axis:
5.607E5
Elastic section modulus (Wel):mm³
Y-axis:
18690
Z-axis:
18690
Plastic section modulus (Wpl):mm³
Y-axis:
23680
Z-axis:
23680
Radius of gyration (i):mm
Y-axis:
21.59
Z-axis:
21.59
Plastic shear area (Av):mm²
Y-axis:
601.6
Z-axis:
601.6
Weight per meter:
9.446kg/m
Area (A):
1203mm²
Surface area per meter:
0.2194m²/m
Torsion constant (It):
9.841E5mm⁴

Profile overview for SHS 60/6

The SHS 60/6 is a structural steel cross-section utilized in commercial construction, industrial framing, and mechanical engineering. Manufactured as a cold formed section, it complies with EN 10219-2 dimensional standards, ensuring predictability in detailing and fabrication.Access to its exact geometric and statical properties is essential for 3D modeling and structural verification.

Geometry: This rectangular/square hollow section is defined by a depth of 60 mm, a width of 60 mm, and a uniform wall thickness of 6 mm. With a cross-sectional area of 1203.292007 mm² and a linear mass of 9.445842252 kg/m, the SHS 60/6 offers a distinct stiffness-to-weight ratio for both column (axial) and beam applications.

Section properties: For design of bending, the major and minor axis properties dictate the member's structural capacity. The strong-axis moment of inertia (Iy) of 560700 mm⁴ governs major deflection and serviceability limits. To calculate the ultimate bending resistance, engineers may utilize the strong-axis plastic section modulus of 23680 mm³. For lateral stability and column buckling verifications, the weak-axis moment of inertia (Iz) provides 560700 mm⁴ of lateral stiffness.

Advanced analysis: For complex load cases, the SHS 60/6 provides a y-axis shear area (at strong bending axis) of 601.6460033 mm² for web shear verification and a torsion constant of 984100 mm⁴ for calculating rotational twist under eccentric loading.