EN 10219-2 | Tolerances, dimensions and sectional properties for pipes
EN 10219-2 | Tolerances, dimensions and sectional properties for pipes

When choosing a stainless steel hollow section for load-bearing structures, the key factor is not only the steel grade but also the precision of its manufacturing. The EN 10219-2 standard is a European technical regulation that establishes strict requirements for tolerances, dimensions, and static properties of sections.

EN 10219-2 Standard: Geometry and Precision

Using pipes that comply with this standard guarantees:

Perfect Fitting Minimal geometric deviations simplify welding and assembly of complex frames.
Load Stability Precise wall thickness ensures full compliance with the calculated weight and structural strength.

Scope of Application and Technical Limits

The EN 10219-2 standard establishes limit deviations for cold-formed welded sections of circular, square, and rectangular shapes with a wall thickness up to 40 mm. Technical standards cover the following ranges:

Circular
Ø up to 2500 mm
Square
up to 500 x 500 mm
Rectangular
up to 500 x 300 mm

Symbols and Definitions

Table 1 — Symbols and Definitions according to EN 10219-2

Symbol Unit Definition
A cm² Cross-sectional area.
As m²/m External surface area per unit length.
B mm Specified side dimension of a square hollow section. Specified dimension of the shorter side of a rectangular hollow section.
C1 / C2 mm Length of the corner region of a square or rectangular hollow section.
Ct cm³ Torsional section modulus constant.
D mm Specified outside diameter of a circular hollow section.
Dmax / Dmin mm Maximum and minimum outside diameter of a circular hollow section measured in the same plane.
e mm Deviation from straightness.
H mm Specified dimension of the longer side of a rectangular hollow section.
I cm⁴ Second moment of area (moment of inertia).
It cm⁴ Torsional inertia constant (polar moment of inertia only in the case of circular hollow sections).
i cm Radius of gyration.
L mm Length.
M kg/m Mass per unit length.
O % Out-of-roundness (ovality).
R mm External corner radius of a square or rectangular hollow section.
T mm Specified wall thickness.
V mm Total measured twist.
V1 mm Twist measured at one end of the section.
Wel cm³ Elastic section modulus.
Wpl cm³ Plastic section modulus.
x1 mm Concavity of a side of a square or rectangular hollow section.
x2 mm Convexity of a side of a square or rectangular hollow section.
yy Axis of the cross-section, major axis of a rectangular hollow section.
zz Axis of the cross-section, minor axis of a rectangular hollow section.
θ ° Angle between adjacent sides of a square or rectangular hollow section.

Information to be Obtained by the Manufacturer

The following mandatory information according to this part of EN 10219 shall be provided to the manufacturer at the time of enquiry and order:

  • Type of length, length range or specific length (see Table 4 of the standard);
  • Dimensions (according to Section 8 of the standard).

Note: This information complements the requirements of the EN 10219-1 standard.

Tolerances on Dimensions, Shape and Mass

General: Deviations in dimensions and shape shall not exceed the values given in Table 2 (shape and mass), Table 3 (external corner profiles), Table 4 (length) and Table 5 (weld bead height for S.A.W. pipes).

Internal corners: The internal corners of square and rectangular sections shall be rounded. Note: the specific radius or profile of the internal corner is not regulated.

Additional tolerances: For pipes with diameter D ≥ 900 mm or with a D/T ratio ≥ 50, additional tolerances for out-of-roundness, accidental eccentricity and dents may be agreed upon.

Table 2 — Tolerances on Shape and Mass according to EN 10219-2

Characteristic Circular Hollow Sections Square and Rectangular Hollow Sections
Outside dimensions (D, B, H) ± 1% with a minimum of ± 0.5 mm and a maximum of ± 10 mm
Side dimension (mm) Tolerance
H, B < 100 ± 1% with a minimum of ± 0.5 mm
100 ≤ H, B ≤ 200 ± 0.8%
H, B > 200 ± 0.6%
Wall thickness (T) For D ≤ 406.4 mm:
- T ≤ 5 mm: ± 10%
- T > 5 mm: ± 0.5 mm
For D > 406.4 mm:
- ± 10% with a maximum of ± 2 mm
T ≤ 5 mm: ± 10%
T > 5 mm: ± 0.5 mm
Out-of-roundness (O) 2% for hollow sections with a diameter to thickness ratio not exceeding 100a
Concavity / Convexity (x₁, x₂)b Max. 0.8% with a minimum of 0.5 mm
Squareness of sides (θ) 90° ± 1°
External corner profile (C₁, C₂ or R) See Table 3
Twist (V) 2 mm plus 0.5 mm/m length
Straightness (e) 0.20% of total length and 3 mm over any 1 m length 0.15% of total length and 3 mm over any 1 m length
Mass per unit length (M) ± 6% on individual delivered lengths

Table 3 — Tolerances on external corner profile (EN 10219-2)

Wall thickness, T
(mm)
External corner profile, C₁, C₂ or Ra
(mm)
T ≤ 6 1.6T to 2.4T
6 < T ≤ 10 2.0T to 3.0T
10 < T 2.4T to 3.6T

Table 4 — Tolerances on delivery lengths

Type of lengtha Length range or length L (mm) Tolerance
Random length 4 000 ≤ L ≤ 16 000 with a range of 2 000 per order item 10% of the sections supplied may be below the minimum of the ordered range, but not shorter than 75% of the minimum range length
Approximate length ≥ 4 000 ± 50 mm
Exact lengthb < 6 000 +5
0
mm
6 000 ≤ L ≤ 10 000 +15
0
mm
L > 10 000 +5
0
mm + 1 mm/m

Table 5 — Tolerance on height of internal and external weld bead

Thickness, T
(mm)
Maximum weld bead height
(mm)
≤ 14.2 3.5
> 14.2 4.8

Measurement of Dimensions and Shape

General

All external dimensions, including out-of-roundness, shall be measured at a distance from the end of the hollow section of not less than D for circular sections, B for square sections or H for rectangular sections, with a minimum of 100 mm.

Outside Dimensions

For circular hollow sections, the diameter (D) shall be measured either directly (e.g. with a calliper) or by circumference tape at the discretion of the manufacturer.

The limiting positions for measuring B and H for square and rectangular hollow sections are shown in Figure 1.

Wall Thickness

The wall thickness (T) shall be measured at a position not less than 2T from the weld.

The limiting positions for measuring the thickness of square and rectangular hollow sections are shown in Figure 1.

NOTE: Thickness is normally measured at a distance not exceeding half the outside diameter or half the longer side dimension from the end of the section.

Diagram for measuring concavity and convexity of steel hollow sections according to EN 10219-2

Figure 2 — Measurement of concavity and convexity of square or rectangular sections

Out-of-roundness

The out-of-roundness (O) of a circular hollow section shall be calculated using the following formula (for piling pipes see Annex A):

O (%) = [ (Dmax - Dmin) / D ] × 100

Concavity and Convexity

The concavity (x1) or convexity (x2) of the sides of a square or rectangular hollow section shall be measured as shown in Figure 2.

The percentage concavity or convexity shall be calculated as follows:

(x1 / B) × 100%; (x2 / B) × 100%;
(x1 / H) × 100%; (x2 / H) × 100%

where B and H are the side dimensions containing the concavity x1 or convexity x2.

Geometric tolerances of square sections according to EN 10219-2

Diagram of general cross-sectional geometry deviations

Measurement of squareness and concavity of hollow sections

Diagram for measuring x₁ and x₂ deviations

Squareness of Sides

The deviation from squareness of a square or rectangular hollow section shall be measured as the difference between 90° and the angle θ, as shown in Figure 3.

"The deviation from squareness of the sides of a square or rectangular hollow section shall be measured as the difference between 90° and the angle θ, as shown in Figure 3."

Figure 3 — Squareness of sides for square or rectangular sections

Figure 3 — Measurement of angle θ

External Corner Profile

The external corner profile is measured by one of two methods at the manufacturer's discretion: using a radius gauge or by measuring the distances C₁ and C₂.

"The distance between the intersection point of the flat side and the corner arc and the intersection point of the projections of the flat sides at the corner shall be measured (C₁ and C₂ in Figure 4)."

Figure 4 — External corner profile for square or rectangular sections

Figure 4 — External corner profile

Twist

The twist of a section is determined by measuring the deviation of one of the corners from a horizontal plane while the opposite end of the pipe is fixed rigidly to a surface.

"At the opposite end of the hollow section, the difference in height of the two bottom corners from the horizontal surface shall be determined (see Figure 5)."

Figure 5 — Twist of square or rectangular hollow sections

Figure 5 — Section twist

Method of Measuring Twist

For accurate determination of the twist value, the standard provides for the use of a spirit level and a micrometer screw. The measurement is carried out at both ends of the section.

"Twist V is the difference between V1 values measured at each end of the hollow section. The reference length for the level shall be the distance between the intersection points of the flat sides and the corner arcs (see Figure 6)."

Key for Figure 6:

  • 1 — Spirit level
  • 2 — Distance H for rectangular or B for square sections
  • V1 — Deviation value measured by micrometer
Figure 6 — Measurement scheme for hollow section twist

Figure 6 — Twist measurement

Straightness

Deviation from straightness (e) over the entire length of the section is measured at the point of greatest departure from a straight line connecting its two ends.

Percentage deviation calculation formula:

(e / L) × 100%

where L — actual length of the section

Local deviation: in addition to the total value, the local deviation (e1) from straightness on any 1-metre length (L1) shall not exceed 3 mm.

Figure 7 — Measurement scheme for hollow section straightness

Figure 7 — Measurement of deviation from straightness

Dimensions and Sectional Properties

The nominal sectional properties of hollow sections complying with the requirements of the EN 10219 standard and manufactured within the specified tolerances are calculated in accordance with Annex B for the purposes of structural design.

Standard property values for a limited range of cold-formed section sizes are provided in the following tables:

Table C.1
Circular sections
Table C.2
Square sections
Table C.3
Rectangular sections

All sectional properties specified in the tables are calculated using the formulas contained in Annex B.

Note: Not all dimensions and wall thicknesses specified in Tables C.1, C.2, and C.3 are available from every individual manufacturer. Users are recommended to check the availability of specific sizes. Additionally, other sizes and thicknesses may be available within the scope of this standard.

Annex A (informative)

Special Requirements for Pipes Used as Bearing Piles

A.1 General

This annex provides recommendations for additional tolerances that may be applied to pipes when used as bearing piles or primary elements in combined walls. These requirements generally apply to pipes with a diameter ≥ 900 mm and a diameter to wall thickness ratio D/T > 100.

The design of tubular piles subjected to shell buckling should be guided by the relevant pile design provisions. Shell buckling is partly determined by its geometric imperfections caused by out-of-roundness, accidental eccentricity, and indentations (dents). Limits for each of these imperfections are established based on the chosen fabrication quality class. Detailed information on how to assess out-of-roundness, accidental eccentricity, and indentations, as well as recommended maximum allowable values for each fabrication quality class, are provided in sections A.2, A.3, and A.4.

NOTE 1: Additional information on fabrication quality classes, their significance for design, and definitions of symbols can be found in the relevant regulatory documentation.

NOTE 2: Values for certain parameters given in Tables A.1, A.2, and A.3 may be subject to change at the national level. Nationally determined parameters are provided in the relevant national annexes to the design standards.

A.2 Out-of-roundness Tolerance

The out-of-roundness of a tubular pile is assessed by parameter U — the difference between the maximum and minimum values of the measured internal diameter relative to the nominal internal diameter (see Figure A.1), determined by the formula:

U = (dmax - dmin) / dnom

Where:

  • dmax — maximum measured internal diameter;
  • dmin — minimum measured internal diameter;
  • dnom — nominal internal diameter (d = D - 2T, see B.2).

To determine the maximum and minimum values, an appropriate number of diameters should be measured.

Figure A.1 — Assessment of d_min and d_max and relation to d

Figure A.1 — Assessment of dmin and dmax and relation to d

The out-of-roundness parameter U shall satisfy the condition:

Ur ≤ Ur, max

where:

  • Ur, max — maximum allowable value of the out-of-roundness parameter.

Recommended values for each fabrication quality class are given in Table A.1.

Table A.1 — Maximum allowable values for the out-of-roundness parameter Ur, max

Fabrication quality class Description Diameter range (d), mm
d ≤ 500 500 < d < 1250 1250 ≤ d
Value Ur, max a
Class A Excellent 0.14 0.007 + 0.0093 (1.25 - d) 0.007
Class B High 0.02 0.010 + 0.0133 (1.25 - d) 0.01
Class C Normal 0.03 0.015 + 0.020 (1.25 - d) 0.015

a Values for this parameter may be changed according to national annexes to design standards. In case of doubt, the relevant National Annex should be consulted.

Additional Delivery Conditions

Any special tolerances required for pile driving or on-site assembly welding are optional. They apply only if previously agreed between the customer and the supplier at the time of ordering.

A.3 Accidental Eccentricity Tolerance

Accidental eccentricity (unintentional eccentricity due to misalignment of pipe walls in horizontal joints) is assessed using the parameter Ue, which is determined by the formula:

Ue = ea / T

Where:

  • ea — accidental eccentricity between the mid-points of the pipe walls at the joint;
  • T — nominal wall thickness of the pipe.
Figure A.2 — Measurement of pipe wall eccentricity (ea)

Figure A.2 — Measurement of pipe wall eccentricity (ea)

The accidental eccentricity ea and parameter Ue shall satisfy the following conditions:

ea ≤ ea, max
Ue ≤ Ue, max

Recommended maximum values for each fabrication quality class are given in the table below.

Table A.2 — Maximum allowable values for the accidental eccentricity parameter Ue, max and eccentricity ea, max

Fabrication quality class Description Ue, max a ea, max a
Class A Excellent 0.14 2
Class B High 0.2 3
Class C Normal 0.3 4

Note: Dimensions in mm.
a Values for these parameters may be changed according to national annexes to design standards. In case of doubt, the relevant National Annex should be consulted.

A.4 Tolerance for dents (local imperfections)

The depth of initial dents in the pipe wall w0 is measured in both the meridional (longitudinal) and circumferential directions using a gauge of length lg. The gauge length is determined as follows:

  • a) In the meridional and circumferential directions: lg = 4 * √(r * T)
  • b) Across weld beads: lg = 25 * T, but not exceeding 500 mm

The gauge for meridional measurements shall be straight. For circumferential measurements, a gauge with a radius of curvature r is used, where:

r = (D - T) / 2

The level of initial dents in the pile wall is assessed using the tolerance parameter Ud:

Ud = w0 / lg
Figure A.3 — Measurement of dent depth

Figure A.3 — Measurement of dent depth (w0)

The dent tolerance parameter Ud shall satisfy the following condition:

Ud ≤ Ud, max

Recommended maximum values for each quality class are given in the table below:

Table A.3 — Maximum allowable values for the dent tolerance parameter Ud, max

Fabrication quality class Description Ud, max a
Class A Excellent 0.006
Class B High 0.01
Class C Normal 0.016

NOTE: dimensions in mm. For joints involving pipes of different thicknesses, it is recommended to refer to the relevant standard.
a Values for this parameter may be changed according to national annexes to the standard.

Annex B (normative)

Formulas for the Calculation of Sectional Properties

B.1 General

Tables C.1, C.2, and C.3 of this standard provide nominal sectional properties for a limited range of cold-formed hollow section sizes. The nominal sectional properties for sections supplied to the requirements of this standard shall be calculated using the formulas given below.

NOTE: The designation of the major axis of the section (yy) and its minor axis (zz) are consistent with the axis designations used for structural design in the Structural Eurocodes. This is a change from previous axis designations.

B.2 Circular Hollow Sections

Sectional properties for circular hollow sections, as given in Table C.1, are calculated using the formulas presented below.

Outside diameter (mm) D
Wall thickness (mm) T
Inside diameter (mm) d = D - 2T

Table B.1 — Sectional properties for circular hollow sections

Property Calculation formula Unit
External surface area (As) (π × D) / 103 m²/m
Cross-sectional area (A) π × (D2 - d2) / (4 × 102) cm²
Mass per unit length (M) 0.785 × A kg/m
Second moment of area (I) π × (D4 - d4) / (64 × 104) cm⁴
Radius of gyration (i) √(I / A) cm
Elastic section modulus (Wel) (2 × I × 10) / D cm³
Plastic section modulus (Wpl) (D3 - d3) / (6 × 103) cm³
B.3 Rectangular and Square Hollow Sections

The properties for rectangular and square sections (Tables C.2 and C.3) are calculated according to the EN 10219-2 methodology:

Table B.2 — Sectional properties for rectangular and square hollow sections

Parameter / Property Calculation formula Unit
Geometry and Areas
External radius (ro) 2.0T (T≤6) | 2.5T (6<T≤10) | 3.0T (T>10) mm
Surface area (As) As = (2/103) × (H + B - 4ro + πro) m²/m
Cross-sectional area (A) A = [2T(H+B-2T)-(4-π)(ro2-ri2)] / 102 cm²
Mechanics and Torsion
Second moment of area (Iyy) Iyy = [(BH3-(B-2T)(H-2T)3)/12 - 4(Ig+Aghg2) + 4(Iξ+Aξhξ2)] / 104 cm⁴
Torsional inertia constant (It) It = [T3 × (h/3) + 2KAh] / 104 cm⁴
Torsional section modulus (Ct) Ct = 10 × [It / (T + K/T)] cm³
Subsidiary calculation values:
• Ag = 0.2146 × ro2
• Ig = 0.00359 × ro4
• Rc = (ro + ri) / 2
• h = 2[(B-T) + (H-T)] - 1.7168 × Rc
• Ah = (B-T)(H-T) - 0.8584 × Rc2
• K = 2AhT / h

* Sectional properties are calculated on the basis of nominal dimensions of the section taking into account corner radii.