------------ | :-------: | :--------: | :--------: | | UC (h/b ≤ 1.2) | Major y-y | b | c | | UC (h/b ≤ 1.2) | Minor z-z | c | d | | UB (h/b > 1.2) | Major y-y | a | b | | UB (h/b > 1.2) | Minor z-z | b | c | | Hot-finished RHS | All | a | a0 |

The UK NA adopts different curve selections from the EN 1993-1-1 recommended values for certain cases, notably UC minor axis buckling which uses curve 'c' instead of 'b'.

Torsional and torsional-flexural buckling: For asymmetric or monosymmetric sections (channels, angles, tees), the UK NA requires checking the torsional buckling mode per Clause 6.3.1.4. The elastic critical load Ncr,T depends on the warping stiffness and St. Venant torsional rigidity. This is rarely critical for doubly-symmetric UC sections but can govern for UK channel sections used as columns.

Combined compression and bending — UK NA method: For UC sections subjected to NEd + My,Ed + Mz,Ed, the UK NA allows the simplified interaction check from Clause 6.3.3(4): NEd/(χy NRk/γM1) + kyy × My,Ed/(χLT My,Rk/γM1) + kyz × Mz,Ed/(Mz,Rk/γM1) ≤ 1.0. The interaction factors kyy, kyz are per Annex B Tables B.1 and B.2.

UK Code Clause Reference — EN 1993-1-1 + UK NA

Related Resources

• UK Column Design Guide
• UK Column Buckling Guide
• UK Steel Design Guide
• UK Steel Grades

FAQ

What buckling curves does the UK NA specify? The UK National Annex specifies buckling curves based on section type and axis. For UC sections: curve 'b' for major axis, curve 'c' for minor axis (when tf ≤ 40 mm). For UB sections: curve 'a' for major axis, curve 'b' for minor axis.

How does the UK NA modify the slenderness calculation? The UK National Annex uses the same non-dimensional slenderness λ̄ = (Lcr/i)/(π√(E/fy)) as the core Eurocode 3. The key difference is in the selection of the appropriate buckling curve from Table 6.2.

Does the calculator handle UK NA modified γM factors? Yes. The UK National Annex specifies γM0 = 1.0 and γM1 = 1.0 (consistent with the recommended values in EN 1993-1-1).

Which axis governs column buckling for UC sections? The minor axis (z-z) almost always governs for UC sections because iz is significantly smaller than iy. For a typical 203×203 UC 60, iy = 89.6 mm and iz = 51.8 mm — the minor axis slenderness is 73% higher. Unless lateral restraint is provided to the minor axis (e.g., cladding rails, shelf angles), use iz for buckling calculations.

What is the difference between S275 and S355 for column capacity? Moving from S275 to S355 increases cross-section resistance by 29% (355/275). However, the buckling reduction factor χ decreases because higher-strength steel increases λ̄ (ε = √(235/fy) decreases). The net gain in Nb,Rd is typically 15-20% for columns in the practical slenderness range (0.5 < λ̄ < 1.5). For very slender columns (λ̄ > 2.0), the gain from higher-grade steel is negligible.

Can UC sections be used as beams? Yes. UC sections can be used as beams, especially where compression flange restraint is limited or where overall depth must be minimised. UC sections have wider flanges than UB sections, providing better lateral stability. However, UC sections are less efficient in bending than UB sections of equivalent weight due to their lower I/Wpl ratio.

How do I account for accidental eccentricity? Per EN 1993-1-1 Clause 5.3.2, columns in simple construction should be designed for a notional eccentricity of L/300 (but ≥ 10 mm) from the geometric axis. This can be modelled as an equivalent horizontal force (0.5% of the vertical load) applied at each floor level per Clause 5.3.2(4).

Disclaimer: This content is for educational purposes only. Results must be verified by a licensed professional engineer. Steel Calculator provides preliminary design tools — NOT a substitute for professional engineering judgment.