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Steel Column Calculator — Axial Load & Buckling Check
Select the right UC section for your steel column. Checks buckling resistance based on effective length and end conditions per BS EN 1993-1-1.
Total factored load on the column
Storey height between restraint points
Enter your steel price per kg for a cost estimate
Extra for base plates, cap plates, cleats (10-15% typical)
Safety notice
Steel members must be designed or checked by a structural engineer before fabrication or installation. Treat these figures as initial guidance for planning and budgeting, not a structural design.
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How We Calculate This
This calculator selects a Universal Column (UC) section to resist an axial compressive load, checking buckling resistance based on the effective length and slenderness ratio per BS EN 1993-1-1.
Design process
- Effective length: LE = k × L. The factors 1.0 (pinned–pinned) and 2.0 (cantilever) are theoretical Euler values; 0.7 (both ends fixed), 0.85 (fixed–pinned) and 1.2 (nominally pinned) are recommended values for practical end restraint per BS 5950-1:2000 Table 22 (referenced by the UK National Annex to BS EN 1993-1-1). Note the theoretical Euler factor for a fully fixed–fixed column is 0.5; Table 22 raises it to 0.7 to allow for imperfect real-world fixity
- Slenderness ratio: λ = LE / ry (radius of gyration about the minor/weak z-z axis)
- Buckling resistance: Nb,Rd = χ·A·fy / γM1 (γM1 = 1.0). The reduction factor χ is from the Perry-Robertson curve c (α = 0.49), which applies to rolled H-sections buckling about the minor axis for grades S235–S420
- Steel grade: capacity scales with the yield strength fy (275 N/mm² for S275, 355 N/mm² for S355) — choose your grade above
The calculator works through the UC catalogue (152×152 up to 356×368) from lightest to heaviest, selecting the first section whose buckling resistance meets the applied load at the given effective length. Section properties (area and minor-axis radius of gyration) are from the SCI/Steel for Life Blue Book. If no listed section is adequate, or the slenderness exceeds ~180, the result flags a warning. This is a preliminary sizing tool — it considers pure axial buckling only and not eccentric or combined loading, so the final design must be confirmed by a structural engineer.
Frequently Asked Questions
Effective length is the actual column height multiplied by a factor that accounts for end conditions. A column fixed at both ends (factor 0.7) can carry more load than one pinned at both ends (factor 1.0) because the fixed ends resist rotation. The effective length directly affects the slenderness ratio, which determines how prone the column is to buckling.
BS EN 1993-1-1 (Eurocode 3) does not set a hard numeric slenderness limit — the older fixed limits were not carried over from BS 5950. In practice, UK engineers still cap the slenderness ratio at around 180 for ordinary members (long-standing good practice). Most columns fall between 30 and 120; below 30 the section behaves almost as a pure compression member, while above 120 buckling dominates and capacity drops sharply. Aim for below 100 for an efficient design.
Both are common UK structural grades. S355 (yield strength 355 N/mm²) is now the default for most new hot-rolled steelwork because its higher strength gives more capacity for the same section — about 29% more squash load than S275. S275 (275 N/mm²) is still widely used and sometimes more readily available in smaller sizes. This calculator lets you pick the grade; confirm the actual grade with your supplier and steel mill certificate (the section is the same, only the steel's yield strength differs).
Universal Columns (UC) have a nearly square cross-section with roughly equal flange width and depth, making them efficient in compression as they resist buckling equally in both axes. Universal Beams (UB) are deeper and narrower, so they buckle easily about the weak axis. UCs are the standard choice for columns unless lateral restraint is provided.
The axial load is the total factored load from all floors, roof, and any beams that frame into the column. Add up the unfactored dead loads and imposed loads from each level, then apply load factors (typically 1.35 for dead and 1.5 for imposed under BS EN 1990). Include the self-weight of the column itself and any eccentric moments from beam connections.
Yes, for any structural steel column in a building, Building Regulations require the design to be carried out or checked by a competent structural engineer. This calculator provides a preliminary size for budgeting and discussion, but the final specification must account for eccentricity, combined loading, fire protection, and connection details that require professional engineering judgement.
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Last updated: March 2026
Verified against UK standards · estimates only, confirm with your supplier.