Guides · EN 1993-1-2

Cross-section classes in fire

Why a Class 2 section at normal temperature can become Class 3 or 4 in fire.

The same table, with a smaller ε

Cross-section classification in fire uses Table 5.2 of EN 1993-1-1, but with a reduced factor ε (EN 1993-1-2, cl. 4.2.2):

ε = 0.85 · √(235 / fy) fy in N/mm², at normal temperature

The factor 0.85 approximates the ratio √(kE,θ / ky,θ): at elevated temperatures the modulus of elasticity drops faster than the yield strength, so thin plates buckle locally more easily. As a result all c/t limits drop by 15%, and some sections move into a weaker class.

c/t limits by steel grade

The class boundaries for the most common parts of a section (outstand flange in compression, web in compression, web in bending and circular hollow section in compression). For each part the upper limit of Class 1 and of Class 3 is given; beyond the latter the section is Class 4:

GradeεFlange, Class 1 (9ε)Flange, Class 3 (14ε)Web compr., Class 1 (33ε)Web compr., Class 3 (42ε)Web bend., Class 1 (72ε)Web bend., Class 3 (124ε)CHS, Class 1 (50ε²)CHS, Class 3 (90ε²)
S2350.8507.6511.9028.135.761.2105.436.165.0
S2750.7867.0711.0025.933.056.697.430.955.6
S3550.6926.229.6822.829.049.885.823.943.0
S4200.6365.728.9021.026.745.878.820.236.4
S4600.6085.478.5120.025.543.775.318.533.2

For elements thicker than 40 mm the nominal yield strength drops (for example 335 N/mm² instead of 355 for S355), so ε changes too.

What each class means in fire

Example

HEB 300 in S355, in compression: ε = 0.692. The flange has c/t = 117.5 / 19 = 6.18 ≤ 9ε = 6.22, so Class 1, close to the limit. The web has c/t = 208 / 11 = 18.9 ≤ 33ε = 22.8, so Class 1 too. The full calculation is in the worked example.

Informative material summarising the provisions of EN 1993-1-2. It does not replace the text of the standard, the National Annex or verification by a qualified engineer.

The class in fire is found automatically, with the c/t checks shown.

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