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Steel Rectangular Tube Size Chart – Dimensions, Wall Thickness & Weight

Steel Rectangular Tube Size Chart: HSS Sizes & Weight | ConcreteCalculate.com
ASTM A500 Rectangular HSS & AISC Reference

Steel Rectangular Tube Size Chart
Dimensions, Wall Thickness & Weight

Outside dimensions, nominal and design wall thickness, weight per foot, area and section properties for common rectangular HSS, plus why A500, A1085 and mechanical tube are not interchangeable.

48 Common HSS SizesNominal & Design WallWeight, Area & Section PropertiesA500 vs. A1085📅 Last Updated: October 2026

⭐ Steel Rectangular Tube Size Chart: ASTM A500 HSS Dimensions and Weight

Outside dimensions, nominal and design wall, weight per foot and area for common rectangular structural HSS.

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How to Read This Chart

Depth and width are outside dimensions. Weight per foot is based on the nominal wall. Area uses the A500 design wall (0.93 times nominal, rounded to 0.001 in.), because that is the value AISC design properties use. Section properties such as Ix and Sx are in the properties chart further down. Compare with the HSS size chart for the broader HSS family.

ASTM A500 rectangular HSS. Weight in lb/ft (nominal wall); area in in² (design wall). Rows marked * are STI decimal-wall products.
HSS SizeOutside DepthOutside WidthNominal WallDesign Wall tWeight (lb/ft)Area (in²)
HSS2×1×1/82 in.1 in.1/8 in. (0.125)0.116 in.2.200.608
HSS2×1×3/162 in.1 in.3/16 in. (0.1875)0.174 in.3.040.845
HSS3×2×1/83 in.2 in.1/8 in. (0.125)0.116 in.3.901.07
HSS3×2×3/163 in.2 in.3/16 in. (0.1875)0.174 in.5.591.54
HSS3×2×1/43 in.2 in.1/4 in. (0.25)0.233 in.7.111.97
HSS3×2×5/163 in.2 in.5/16 in. (0.3125)0.291 in.8.452.35
HSS3×2×0.134*3 in.2 in.0.134 in.0.125 in.4.161.15
HSS3×2×0.165*3 in.2 in.0.165 in.0.153 in.5.011.38
HSS4×2×1/84 in.2 in.1/8 in. (0.125)0.116 in.4.751.30
HSS4×2×3/164 in.2 in.3/16 in. (0.1875)0.174 in.6.871.89
HSS4×2×1/44 in.2 in.1/4 in. (0.25)0.233 in.8.812.44
HSS4×2×5/164 in.2 in.5/16 in. (0.3125)0.291 in.10.582.94
HSS4×2×3/84 in.2 in.3/8 in. (0.375)0.349 in.12.173.39
HSS4×3×1/84 in.3 in.1/8 in. (0.125)0.116 in.5.611.54
HSS4×3×3/164 in.3 in.3/16 in. (0.1875)0.174 in.8.152.24
HSS4×3×1/44 in.3 in.1/4 in. (0.25)0.233 in.10.512.91
HSS4×3×5/164 in.3 in.5/16 in. (0.3125)0.291 in.12.703.52
HSS4×3×3/84 in.3 in.3/8 in. (0.375)0.349 in.14.724.09
HSS5×3×1/85 in.3 in.1/8 in. (0.125)0.116 in.6.461.77
HSS5×3×3/165 in.3 in.3/16 in. (0.1875)0.174 in.9.422.58
HSS5×3×1/45 in.3 in.1/4 in. (0.25)0.233 in.12.213.37
HSS5×3×5/165 in.3 in.5/16 in. (0.3125)0.291 in.14.834.10
HSS5×3×3/85 in.3 in.3/8 in. (0.375)0.349 in.17.274.78
HSS5×3×1/25 in.3 in.1/2 in. (0.5)0.465 in.21.636.02
HSS6×2×1/86 in.2 in.1/8 in. (0.125)0.116 in.6.461.77
HSS6×2×3/166 in.2 in.3/16 in. (0.1875)0.174 in.9.422.58
HSS6×2×1/46 in.2 in.1/4 in. (0.25)0.233 in.12.213.37
HSS6×2×5/166 in.2 in.5/16 in. (0.3125)0.291 in.14.834.10
HSS6×2×3/86 in.2 in.3/8 in. (0.375)0.349 in.17.274.78
HSS6×3×1/86 in.3 in.1/8 in. (0.125)0.116 in.7.312.00
HSS6×3×3/166 in.3 in.3/16 in. (0.1875)0.174 in.10.702.93
HSS6×3×1/46 in.3 in.1/4 in. (0.25)0.233 in.13.913.84
HSS6×3×5/166 in.3 in.5/16 in. (0.3125)0.291 in.16.964.68
HSS6×3×3/86 in.3 in.3/8 in. (0.375)0.349 in.19.825.48
HSS6×3×1/26 in.3 in.1/2 in. (0.5)0.465 in.25.036.95
HSS6×4×1/86 in.4 in.1/8 in. (0.125)0.116 in.8.162.23
HSS6×4×3/166 in.4 in.3/16 in. (0.1875)0.174 in.11.973.28
HSS6×4×1/46 in.4 in.1/4 in. (0.25)0.233 in.15.624.30
HSS6×4×5/166 in.4 in.5/16 in. (0.3125)0.291 in.19.085.26
HSS6×4×3/86 in.4 in.3/8 in. (0.375)0.349 in.22.376.18
HSS6×4×1/26 in.4 in.1/2 in. (0.5)0.465 in.28.437.88
HSS8×4×1/88 in.4 in.1/8 in. (0.125)0.116 in.9.862.70
HSS8×4×3/168 in.4 in.3/16 in. (0.1875)0.174 in.14.533.98
HSS8×4×1/48 in.4 in.1/4 in. (0.25)0.233 in.19.025.24
HSS8×4×5/168 in.4 in.5/16 in. (0.3125)0.291 in.23.346.43
HSS8×4×3/88 in.4 in.3/8 in. (0.375)0.349 in.27.487.58
HSS8×4×1/28 in.4 in.1/2 in. (0.5)0.465 in.35.249.74
HSS8×4×5/88 in.4 in.5/8 in. (0.625)0.581 in.42.3011.7
<p>Steel Rectangular Tube Size Chart via <a href=”https://concretecalculate.com/steel-rectangular-tube-size-chart/#master-chart”>ConcreteCalculate.com</a></p>
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Chart Basis and Limits

Sizes and fractional walls follow the AISC Shapes Database rectangular HSS listing. Rows marked * (HSS3×2×0.134 and 0.165) are STI A500 decimal-wall entries. Weights match the AISC listing for every fractional row. Areas and section properties were calculated with the AISC/STI design-wall method and rounded-corner HSS geometry, and were checked against published STI and AISC values for sample sections, including the STI HSS3×2×0.134 row. A listed size is not a guarantee of current stock; see the availability section.

Metric: 1 in. = 25.4 mm; 1 lb/ft = 1.4882 kg/m. For final design, use the current AISC Steel Construction Manual or the STI dimensions and section properties brochure for ASTM A500.

✓ Weights checked against the AISC Shapes Database listing, October 2026
Rectangular HSS dimension anatomy: HSS6x4x1/4 Cross-section of a rectangular HSS with rounded corners. H is the outside depth, B is the outside width, tnom is the nominal wall thickness, tdes is the design wall thickness for A500, and the inside opening and outside corner radius are labeled. Example HSS6x4x1/4: H equals 6 inches, B equals 4 inches, nominal wall equals 1/4 inch. weld seam (schematic location) Inside opening (rounded inside corners) H = outside depth B = outside width t(nom)nominal wallt(des) = design wall outside corner radius(A500 maximum 3t) Example: HSS6×4×1/4 H = 6 in. (outside depth) B = 4 in. (outside width) nominal wall = 1/4 in. (0.250 in.) A500 design wall = 0.93 × 0.250 ≈ 0.233 in. (AISC/STI design practice) Depth and width are outside dimensions. Drawn at 50 px per inch with representative corner radii; not a measured section.
A rectangular HSS is identified by outside depth, outside width and nominal wall. Real sections have rounded corners, not sharp ones.
Rectangular HSS steel tube sections in multiple sizes showing width, depth, wall thickness, and typical rounded corners.
Rectangular HSS steel sections illustrating different width, depth, and wall thickness dimensions, with a close-up of the typical rounded corner.

What Is Rectangular Steel Tubing?

The generic product, then the structural subset this chart covers.

Rectangular steel tubing is a hollow steel section with a rectangular cross-section, sold under many specifications for structural, mechanical and architectural uses. This page narrows to rectangular hollow structural sections (HSS) used in U.S. structural construction, because that is where published dimensions and section properties are standardized. For other shapes, see the square steel tube sizes and the HSS size chart.

Rectangular Tube vs. Rectangular HSS

Not every rectangular tube is structural HSS.

AISC defines HSS as manufactured hollow structural sections, typically round, square or rectangular. In the U.S., structural HSS commonly conforms to ASTM A500 or ASTM A1085. Mechanical rectangular tubing may instead be made under standards such as ASTM A513 and can differ in tolerances, materials, wall thicknesses, corner geometry and intended application.

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Editorial Rule Used on This Page

The main chart is based on ASTM A500 rectangular HSS. Mechanical rectangular tubing is discussed separately and its dimensions are not mixed into the structural chart. STI’s capability tool likewise lists A513 mechanical tubing separately from A500 and A1085 HSS.

How to Read HSS Sizes

Depth, width and nominal wall, in that order.

AISC writes a rectangular HSS as HSS depth × width × nominal wall thickness. For example, HSS6×4×1/4 has a nominal 6 in. outside depth, 4 in. outside width and 1/4 in. nominal wall.

Reading the designation HSS6x4x1/4
FieldValueMeaning
HSSHollow structural sectionProduct family
66 in.Nominal outside depth (H)
44 in.Nominal outside width (B)
1/40.250 in.Nominal wall thickness

Depth is conventionally the larger dimension, and the section is stronger when loaded across that depth. See the strong-axis section for what changes when you turn the tube.

Are Rectangular Tube Dimensions Inside or Outside?

Outside, for structural HSS.

The depth and width in an HSS designation are overall outside dimensions. The inside opening is smaller by the wall thickness on each side, and it has rounded corners, so it is not a perfect rectangle. A 4×2×1/4 tube does not have a 4 in. by 2 in. opening.

Rectangular Steel Tube Wall Thickness Chart

Nominal fractions, their decimals and the A500 design wall.

Common nominal HSS wall values and the corresponding A500 design wall (0.93 x nominal, rounded to 0.001 in.)
Nominal WallDecimal (in.)A500 Design Wall t (in.)
1/80.125 in.0.116 in.
3/160.1875 in.0.174 in.
1/40.2500 in.0.233 in.
5/160.3125 in.0.291 in.
3/80.3750 in.0.349 in.
1/20.5000 in.0.465 in.
5/80.6250 in.0.581 in.
<p>Rectangular Steel Tube Wall Thickness Chart via <a href=”https://concretecalculate.com/steel-rectangular-tube-size-chart/#wall-chart”>ConcreteCalculate.com</a></p>
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Nominal Is Not Design

Do not assume a catalog decimal such as 0.188 or 0.134 means the same thing as an A500 design wall. Always distinguish nominal wall from AISC design wall. Some STI and producer tables list decimal nominal walls such as 0.134 and 0.165 instead of fractions. Do not call a wall “gauge” unless the producer designates the product that way; for gauge-to-thickness conversion see the sheet metal gauge chart, and for plate see the steel plate thickness chart.

Nominal vs. Design Wall Thickness

The 0.93 factor, explained.

tdes = 0.93 × tnom  (ASTM A500, AISC design properties)
  • tnom: nominal wall thickness (in.)
  • tdes: design wall thickness used in AISC section properties (in.)

ASTM A500 permits a wall-thickness tolerance of about 10 percent, so AISC 360 requires calculations involving thickness to use 0.93 times the nominal wall. This is a design treatment, not a statement that the tube wall is physically 93 percent as thick.

1

HSS3×2×0.134 Design Wall

Given: Nominal wall 0.134 in. (ASTM A500).
1
tdes = 0.93 × 0.134 = 0.12462 in.
2
Rounded: tdes ≈ 0.125 in.
Result: 0.125 in., matching the STI A500 table entry for HSS3×2×0.134.
2

HSS3×2×0.165 Design Wall

Given: Nominal wall 0.165 in. (ASTM A500).
1
tdes = 0.93 × 0.165 = 0.15345 in.
Result: about 0.153 in., matching the published design wall.
Nominal wall versus A500 design wall thickness Enlarged wall thickness bars. Nominal wall of 0.134 inch. For ASTM A500, the AISC design wall is 0.93 times nominal, about 0.125 inch. For ASTM A1085, the design wall for AISC section-property calculations equals the nominal wall. Wall thickness, enlarged (1 in. = 1,600 px) Nominal wall: t(nom) = 0.134 in.The thickness in the designation or order ASTM A500 design wallt(des) = 0.93 t(nom) = 0.12462 in. (about 0.125 in.) ASTM A1085 design wallt(des) = t(nom) for AISC property calculations 0.134 in.0.125 in. A design-property treatment, not a depiction of the measured wall at every point. The A500 wall is not machined down to 93%; AISC uses 0.93 t(nom) in design because of the allowed wall tolerance. The 0.134 in. example matches the STI ASTM A500 table entry for HSS3×2×0.134.
For A500 HSS, AISC design uses 93% of nominal wall; for A1085, AISC section properties use the full nominal wall.

ASTM A500 Rectangular HSS

The common U.S. structural specification.

ASTM A500/A500M covers cold-formed welded and seamless carbon steel structural tubing in rounds and shapes for welded, riveted or bolted construction of bridges and buildings and for general structural purposes. A500 covers tubes up to a maximum perimeter of 88 in. and a maximum nominal wall of 1 in. STI notes that domestic producers supply rectangular HSS up to 34 in.

Grade C and Material Strength

Grade C is the predominant A500 grade, with a minimum yield strength of 50 ksi and a tensile strength of 62 ksi for all HSS shapes. Most domestic HSS is dual-graded B and C, and STI recommends specifying Grade C. Material strength is not member capacity: do not convert 50 ksi directly into a load rating.

The 0.93 Design Wall

Because of the allowed wall thickness tolerance of about 10 percent, AISC 360 requires the 0.93 factor on nominal wall in design. That is why A500 design properties in the chart use the design wall column.

ASTM A1085 Rectangular HSS

A tighter-tolerance welded alternative.

ASTM A1085 covers cold-formed welded carbon steel HSS. It adds testing requirements, tighter tolerances and property ranges. The minimum wall tolerance is only -5 percent of nominal and the minimum mass tolerance is -3.5 percent, so AISC allows section properties to use the full nominal wall. A1085 requires a minimum yield strength of 50 ksi (maximum 70 ksi) and a Charpy V-notch test of 25 ft-lb at 40°F.

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Availability

STI states that A500 is the preferred choice for nearly all applications. A1085 is less readily available: it is currently produced on demand and is not generally stocked. Check the STI Capability Tool before specifying it.

ASTM A500 vs. A1085

Same product family, different design treatment.

Comparison of the two structural HSS specifications
PropertyASTM A500ASTM A1085
Structural HSSYesYes
Cold formedYesYes
WeldedYesYes
Seamless permittedYesNo (welded HSS)
Typical availabilityBroad; most common U.S. choiceLimited; produced on demand
AISC design wall0.93 tnomtnom
Maximum nominal wall1.000 in.1.000 in.
Maximum perimeter88 in.88 in.
Minimum yield (typical grade)50 ksi (Grade C)50 ksi (70 ksi maximum)
Charpy V-notch (CVN)Not required by the standard25 ft-lb at 40°F required
<p>ASTM A500 vs A1085 Rectangular HSS via <a href=”https://concretecalculate.com/steel-rectangular-tube-size-chart/#a500-vs-a1085″>ConcreteCalculate.com</a></p>
Weight is the same (based on nominal wall); area differs because the design wall differs
SizeWeight (lb/ft)A500 Area (in²)A1085 Area (in²)A1085 Larger By
HSS6×4×3/1611.973.283.537.5%
HSS6×4×1/415.624.304.596.6%
HSS6×4×3/822.376.186.586.4%
HSS6×4×1/228.437.888.366.1%

The A1085 area equals the nominal-wall area, which is why an A1085 HSS6×4×1/4 shows 4.59 in² while an A500 HSS6×4×1/4 shows 4.30 in². Do not mix the two tables unless a specification column identifies each row.

Structural HSS vs. Mechanical Rectangular Tube

Look-alikes with different standards.

Structural rectangular HSS compared with mechanical rectangular tube
FeatureStructural rectangular HSSMechanical rectangular tube
Typical standardASTM A500 / A1085ASTM A513, depending on product
Primary intentStructural membersMechanical and fabricated products
AISC shape propertiesYes, for recognized HSSDo not assume
Typical designationHSS5×3×1/4OD × OD × wall or product designation
Structural designAISC 360 where applicableNeeds an appropriate material and property basis
AvailabilityStructural producer and service-center systemMechanical tubing suppliers
<p>Structural vs Mechanical Rectangular Tube via <a href=”https://concretecalculate.com/steel-rectangular-tube-size-chart/#structural-vs-mechanical”>ConcreteCalculate.com</a></p>

Do not use A500 properties for an unidentified mechanical tube. Pipe schedules do not apply to rectangular HSS; for round pipe terminology see the steel pipe size chart.

Structural HSS versus mechanical rectangular tube Two visually similar rectangular tubes. Left: structural HSS made to ASTM A500 or A1085 with an HSS designation, published structural properties and AISC design context. Right: mechanical tube, for example ASTM A513 where applicable, with product-specific dimensions and tolerances. Same outside dimensions do not guarantee the same specification or design properties. STRUCTURAL HSS ASTM A500 / A1085HSS designation (HSS5×3×1/4)Published structural propertiesAISC design context MECHANICAL TUBE e.g. ASTM A513 where applicableProduct-specific dimensions, tolerancesMechanical / fabricated applicationsDo not assume AISC HSS properties ≠ Same outside dimensions do not guarantee the same specification or design properties. This does not mean all A513 tubing is unsuitable for load-bearing use. It means A513 tube must not automatically be assigned A500 or A1085 structural properties; its own material and property basis applies. Schematic; not to scale.
Two tubes can look identical on the outside yet be made to different standards with different tolerances and property bases.

Common Rectangular Steel Tube Sizes

Searchable size families, limited to what AISC and STI data support.

AISC Shapes Database nominal walls (in.) listed for each family, with the weight range in lb/ft
Size Family (in.)Outside Dimensions (mm)Nominal Walls Listed (in.)Weight Range (lb/ft)
2×151 × 25.4 mm1/8, 3/162.20 to 3.04
3×276 × 50.8 mm1/8, 3/16, 1/4, 5/163.90 to 8.45
4×2102 × 50.8 mm1/8, 3/16, 1/4, 5/16, 3/84.75 to 12.17
4×3102 × 76.2 mm1/8, 3/16, 1/4, 5/16, 3/85.61 to 14.72
5×3127 × 76.2 mm1/8, 3/16, 1/4, 5/16, 3/8, 1/26.46 to 21.63
6×2152 × 50.8 mm1/8, 3/16, 1/4, 5/16, 3/86.46 to 17.27
6×3152 × 76.2 mm1/8, 3/16, 1/4, 5/16, 3/8, 1/27.31 to 25.03
6×4152 × 101.6 mm1/8, 3/16, 1/4, 5/16, 3/8, 1/28.16 to 28.43
8×4203 × 101.6 mm1/8, 3/16, 1/4, 5/16, 3/8, 1/2, 5/89.86 to 42.30
<p>Common Rectangular Steel Tube Size Families via <a href=”https://concretecalculate.com/steel-rectangular-tube-size-chart/#common-sizes”>ConcreteCalculate.com</a></p>

These nine families (2×1, 3×2, 4×2, 4×3, 5×3, 6×2, 6×3, 6×4 and 8×4) cover the most searched sizes. Larger rectangular HSS goes up to 34 in. from domestic producers, but a size appearing in a table does not mean every wall is available for it. The full numbers for each family are in the size chart above, so there are no separate pages per size.

Rectangular Tube Weight per Foot Chart

Published weights by size and nominal wall, in lb/ft.

Weight per foot (lb/ft) by nominal wall. A dash means that wall is not listed for that size in the AISC database.
Size1/8 in.3/16 in.1/4 in.5/16 in.3/8 in.1/2 in.5/8 in.
HSS2×12.203.04–––––
HSS3×23.905.597.118.45–––
HSS4×24.756.878.8110.5812.17––
HSS4×35.618.1510.5112.7014.72––
HSS5×36.469.4212.2114.8317.2721.63–
HSS6×26.469.4212.2114.8317.27––
HSS6×37.3110.7013.9116.9619.8225.03–
HSS6×48.1611.9715.6219.0822.3728.43–
HSS8×49.8614.5319.0223.3427.4835.2442.30
<p>Rectangular Tube Weight per Foot Chart via <a href=”https://concretecalculate.com/steel-rectangular-tube-size-chart/#weight-chart”>ConcreteCalculate.com</a></p>

Weights depend on the outside perimeter and the nominal wall, which is why HSS6×2 and HSS5×3 weigh the same at the same wall. These are published values, not calculated from idealized sharp-corner geometry. For project totals, use the steel weight calculator or the metal weight calculator, and see the structural steel weight chart for other steel shapes.

How to Calculate Rectangular Tube Weight

A simplified estimate, and why published weight wins.

W ≈ 3.403 × A   (W in lb/ft, A in in²)
  • Steel density 490 lb/ft³ ≈ 0.2836 lb/in³
  • W = A × 12 × 0.2836 ≈ 3.403 A
3

Idealized 4×2×1/4 Tube

Given: Sharp-corner area A = 2.75 in².
1
W = 3.403 × 2.75 ≈ 9.36 lb/ft
Result: about 9.36 lb/ft (idealized estimate). The published HSS4×2×1/4 weight is 8.81 lb/ft, so the idealized estimate is about 6 percent high.

Total Weight for Any Length

Wtotal = w × L
  • w: published weight per foot (lb/ft)
  • L: length in feet
4

HSS3×2×0.134, 20 ft and 24 ft

Given: Published weight w = 4.16 lb/ft (STI A500).
1
20 ft: 4.16 × 20 = 83.2 lb
2
24 ft: 4.16 × 24 = 99.84 lb
Result: 83.2 lb for 20 ft and 99.84 lb for 24 ft, based on nominal published weight.

Rectangular Tube Cross-Sectional Area

Sharp-corner model, clearly labeled.

A = B·H – (B – 2t)(H – 2t) = 2t(B + H – 2t)
  • B: outside width; H: outside depth; t: wall thickness (inches)
5

Idealized 4×2×1/4

Given: B = 2 in., H = 4 in., t = 0.25 in.
1
A = (4)(2) – (4 – 0.5)(2 – 0.5)
2
A = 8 – (3.5)(1.5) = 8 – 5.25 = 2.75 in²
Result: A = 2.75 in². Idealized sharp-corner geometric example, not an AISC HSS section-property value.

The area in the chart for an HSS4×2×1/4 is smaller (2.44 in² using the A500 design wall) because the real section has rounded corners and AISC uses the design wall. Published AISC/STI values account for actual HSS geometry.

Rectangular Tube Inside Dimensions

Approximate only: the corners are rounded.

Hi ≈ H – 2t   Bi ≈ B – 2t
6

Idealized 4×2×1/4

Given: H = 4 in., B = 2 in., t = 0.25 in.
1
Hi = 4 – 2(0.25) = 3.50 in.
2
Bi = 2 – 2(0.25) = 1.50 in.
Result: about 3.50 in. by 1.50 in. This is a flat-wall approximation. Do not treat 3.5 × 1.5 as an exact usable internal rectangle.

Rectangular HSS Corner Radius

Rounded corners are part of the section.

ASTM A500 rectangular HSS is not a sharp-corner box. STI reports that the maximum corner radius for rectangular and square A500 HSS is 3t. Different effective radii are used for different calculations: STI describes 1.5t in slenderness calculations and 2.25t for the workable flat. Do not calculate published HSS properties as though the section were four sharp-corner plates.

Rectangular HSS steel section showing outside width, outside depth, wall thickness, and typical rounded inside and outside corners.
Rectangular HSS cross-section illustrating outside width (B), outside depth (H), wall thickness (t), and the typical rounded inside and outside corners.

Rectangular Tube Moment of Inertia and Section Properties Chart

Published-method properties first, idealized formula second.

Design wall t (in.), A (in²), Ix, Iy (in⁴), Sx, Sy (in³), rx, ry (in.). X-X is the axis for the depth dimension H.
HSS Sizet (in.)AIxSxrxIySyry
HSS2×1×1/80.1160.6080.2800.2800.6790.0920.1840.389
HSS2×1×3/160.1740.8450.3490.3490.6430.1120.2230.364
HSS3×2×1/80.1161.071.300.8661.100.6920.6920.804
HSS3×2×3/160.1741.541.761.181.070.9310.9310.777
HSS3×2×1/40.2331.972.121.421.041.111.110.750
HSS3×2×5/160.2912.352.381.581.001.231.230.724
HSS3×2×0.134*0.1251.151.380.9201.100.7330.7330.800
HSS3×2×0.165*0.1531.381.611.071.080.8520.8520.787
HSS4×2×1/80.1161.302.651.321.430.8980.8980.830
HSS4×2×3/160.1741.893.661.831.391.221.220.804
HSS4×2×1/40.2332.444.492.251.361.481.480.778
HSS4×2×5/160.2912.945.122.561.321.661.660.752
HSS4×2×3/80.3493.395.592.801.281.791.790.727
HSS4×3×1/80.1161.543.521.761.512.271.511.21
HSS4×3×3/160.1742.244.932.471.493.162.101.19
HSS4×3×1/40.2332.916.153.071.453.912.611.16
HSS4×3×5/160.2913.527.133.571.424.523.011.13
HSS4×3×3/80.3494.097.923.961.395.003.331.11
HSS5×3×1/80.1161.776.032.411.852.751.831.25
HSS5×3×3/160.1742.588.533.411.823.852.571.22
HSS5×3×1/40.2333.3710.74.291.784.813.201.19
HSS5×3×5/160.2914.1012.65.031.755.593.731.17
HSS5×3×3/80.3494.7814.15.651.726.234.161.14
HSS5×3×1/20.4656.0216.46.561.657.144.761.09
HSS6×2×1/80.1161.777.422.472.051.311.310.861
HSS6×2×3/160.1742.5810.53.492.011.801.800.835
HSS6×2×1/40.2333.3713.14.371.972.212.210.809
HSS6×2×5/160.2914.1015.35.111.932.522.520.784
HSS6×2×3/80.3494.7817.15.711.892.752.750.759
HSS6×3×1/80.1162.009.433.142.173.232.151.27
HSS6×3×3/160.1742.9313.44.472.144.553.031.25
HSS6×3×1/40.2333.8417.05.662.105.703.801.22
HSS6×3×5/160.2914.6820.16.692.076.664.441.19
HSS6×3×3/80.3495.4822.77.572.047.474.981.17
HSS6×3×1/20.4656.9526.88.941.968.655.771.12
HSS6×4×1/80.1162.2311.43.812.266.153.081.66
HSS6×4×3/160.1743.2816.45.462.238.764.381.63
HSS6×4×1/40.2334.3020.96.962.2011.15.561.61
HSS6×4×5/160.2915.2624.88.272.1713.16.571.58
HSS6×4×3/80.3496.1828.39.432.1414.97.461.55
HSS6×4×1/20.4657.8833.911.32.0817.78.871.50
HSS8×4×1/80.1162.7022.95.732.927.903.951.71
HSS8×4×3/160.1743.9833.18.272.8811.35.651.69
HSS8×4×1/40.2335.2442.510.62.8514.47.211.66
HSS8×4×5/160.2916.4351.012.82.8217.28.581.63
HSS8×4×3/80.3497.5858.714.72.7819.69.791.61
HSS8×4×1/20.4659.7471.717.92.7123.611.81.56
HSS8×4×5/80.58111.781.920.52.6426.613.31.51
<p>Rectangular HSS Section Properties Chart via <a href=”https://concretecalculate.com/steel-rectangular-tube-size-chart/#inertia”>ConcreteCalculate.com</a></p>

Values are for ASTM A500 with the 0.93 design wall; rows marked * are STI decimal-wall products. Properties were calculated with the AISC/STI rounded-corner method and reproduce the published STI HSS3×2×0.134 row (Ix = 1.38, Sx = 0.920, rx = 1.10, Iy = 0.733, Sy = 0.733, ry = 0.800). Ix is greater than Iy when the longer dimension acts as the depth.

Idealized Formulas

Ix = (B H³ – b h³) / 12   Iy = (H B³ – h b³) / 12
  • b = B – 2t; h = H – 2t
  • Idealized sharp-corner geometry, not for structural design
7

Idealized 4×2×1/4 Inertia

Given: B = 2 in., H = 4 in., t = 0.25 in.; b = 1.5 in., h = 3.5 in.
1
Ix = [2(4)³ – 1.5(3.5)³] / 12 = (128 – 64.31) / 12 = 5.31 in⁴
2
Iy = [4(2)³ – 3.5(1.5)³] / 12 = (32 – 11.81) / 12 = 1.68 in⁴
Result: idealized Ix = 5.31 in⁴ and Iy = 1.68 in⁴, versus 4.49 and 1.48 in the chart for HSS4×2×1/4. The sharp-corner shortcut overstates inertia by roughly 14 to 18 percent, so use the published values.

Rectangular Tube Section Modulus

Elastic bending resistance per unit of material strength.

Sx = Ix / (H/2) = 2 Ix / H   Sy = Iy / (B/2) = 2 Iy / B

Larger section modulus generally gives greater elastic bending resistance for the same material strength. For the STI HSS3×2×0.134 row, Sx = 1.38 / 1.5 = 0.920 in³ and Sy = 0.733 / 1.0 = 0.733 in³. S alone is not a beam load-capacity chart.

Rectangular Tube Radius of Gyration

A shape property used for slenderness and buckling.

r = √(I / A)   rx = √(Ix/A)   ry = √(Iy/A)

For HSS3×2×0.134, rx = √(1.38 / 1.15) ≈ 1.10 in. and ry = √(0.733 / 1.15) ≈ 0.80 in. Radius of gyration relates to column slenderness and buckling; it is not the physical corner radius. This page is not an HSS column design calculator.

Strong Axis vs. Weak Axis

Orientation changes bending stiffness.

For a rectangular HSS with H greater than B, the X-X axis associated with the larger depth usually has Ix greater than Iy. For the STI HSS3×2×0.134 example, Ix = 1.38 in⁴ and Iy = 0.733 in⁴, a ratio of 1.38 / 0.733 ≈ 1.88.

⚠️

Stiffness Ratio Is Not a Load Ratio

An inertia ratio of 1.88 does not mean the tube carries 1.88 times the load in one orientation. Capacity also depends on span, bracing, local slenderness, shear and the controlling limit state.

Rectangular HSS strong axis versus weak axis The same HSS3x2x0.134 cross-section in two bending orientations. With the 3 inch dimension as the depth, bending is about the strong X-X axis with Ix equal to 1.38 inches to the fourth power. Turned 90 degrees, bending is about the weak Y-Y axis with Iy equal to 0.733 inches to the fourth power. The ratio Ix over Iy is about 1.88. Strong axis: bending about X-X 3 in. dimension is the depth X-X load Ix = 1.38 in⁴ Weak axis: bending about Y-Y Same tube turned 90°; 3 in. is now horizontal Y-Y load Iy = 0.733 in⁴ Same tube, different bending stiffness by orientation. Ix / Iy = 1.38 / 0.733 ≈ 1.88 Example: STI ASTM A500 HSS3×2×0.134. Do not convert an inertia ratio directly into an allowable-load ratio. Schematic cross-sections drawn at 60 px per inch with representative corner radii.
Turning a rectangular tube changes which moment of inertia resists bending. A stiffness ratio is not a load-capacity ratio.

How Size and Wall Thickness Affect Properties

Depth, width, wall and orientation each matter differently.

  • Wall thickness: a thicker wall generally raises area, weight, I, S and the material available for connections, but not linearly in every property.
  • Depth: the H³ term in the idealized inertia equation means depth has an outsized effect on stiffness in the direction it acts.
  • Width: adds stiffness about the weak axis and changes the flat widths available for connections.
  • Orientation: turning the tube swaps which of Ix and Iy resists bending.

Compare HSS6×4×1/4 and HSS6×4×3/8 in the chart: weight rises 43 percent (15.62 to 22.37 lb/ft) while Ix rises about 36 percent (20.9 to 28.3 in⁴). This is not a beam-size recommendation.

Rectangular HSS Size Availability

A table entry is not stock.

Do not assume every combination of width, depth and wall is routinely stocked. STI’s HSS availability tools distinguish regularly produced, produced on demand and not produced, and cover domestic producers representing most of the U.S. HSS market. Mill ranges vary by producer and facility, and service-center stock is a separate question. Use the STI Capability Tool, not a static table, to confirm what is currently available.

💡

Common vs. Special Order

A500 is the broadly available structural choice. A1085 is currently produced on demand. A listed size, even one in AISC’s database, does not guarantee local stock.

Rectangular Steel Tube Lengths

Cross-sectional size is not piece length.

Mill and service-center stock lengths vary by producer and product, so no universal standard length is published here. Confirm available lengths with the supplier, then use the published weight per foot to find total weight: total weight = weight per foot times length. A 3×2 section has the same cross-section whether it is cut to 8 ft or 24 ft.

Rectangular HSS for Beams and Columns

Properties that matter, and what this page does not decide.

Beams

For bending members the relevant properties are Ix, Sx and the plastic modulus Zx, along with orientation. Do not choose a beam size from span alone; use the steel beam size chart for other shapes and the beam load calculator or beam deflection calculator for load and deflection checks.

Columns

For compression members the relevant properties are area, rx, ry, effective length and slenderness, with buckling governed by AISC 360. STI’s HSS selection tools perform compression checks to AISC 360 rather than relying on size alone.

Connections

An HSS is a closed section, so connections face access limits, wall-thickness limits, local yielding and effective weld length. STI publishes dedicated HSS connection resources; connection design is outside this chart. See also structural steel shapes for open-section alternatives.

Steel building frame showing HSS members used as a horizontal beam, vertical column, and diagonal structural brace with bolted connections.
Structural steel framing showing typical HSS applications as beams, columns, and diagonal braces connected with bolted steel plates.

How Much Weight Can Rectangular Steel Tube Hold?

There is no universal answer, and this page does not give one.

⚠️

No Size-Only Load Rating Exists

There is no universal “4×2×1/4 tube holds X pounds.” Capacity depends on span or effective length, support conditions, load pattern, axis orientation, material specification, wall thickness, local slenderness, lateral stability, flexure, shear, compression, connection details and deflection criteria.

Yield strength (50 ksi for Grade C) is a material property, not a member load capacity. For structural use, have a licensed design professional check the member to AISC 360, or use a design tool that does. The beam load calculator is a starting aid only.

Common Rectangular Tube Sizing Mistakes

Quick checks before you order or specify.

📏

Treating HSS dimensions as inside

They are outside dimensions.

📝

Omitting wall thickness

Depth and width alone do not identify a section.

🎯

Calling 4×2 a full spec

Wall and specification are required.

🔄

Reversing depth and width

Depth is the larger dimension.

🔠

Confusing nominal and design wall

They differ by 7 percent for A500.

🧮

Using nominal wall for A500 properties

AISC uses 0.93 t(nom).

🚫

Applying 0.93 to A1085

A1085 uses nominal wall.

📑

Mixing A500 and A1085 tables

Label each row’s specification.

🏭

Mixing structural and A513 tube

Do not assign A500 properties to A513.

□

Treating square and rectangular alike

Their properties differ.

📐

Treating tube as sharp-corner

Real corners are rounded.

⤤

Ignoring corner radii

They change area and inertia.

🔧

Using B – 2t as exact inside

It is an approximation.

⚖️

Using theoretical weight

Published weight is preferred.

📏

Confusing lb/ft with total weight

Multiply by length.

📙

Confusing area with section modulus

Different quantities.

📑

Confusing I with S

S = I / c.

↔️

Confusing Ix and Iy

X-X belongs to the depth.

🔄

Rotating tube unaware

Strong and weak axes swap.

💪

Assuming bigger is stronger

Wall, span and bracing matter.

🧱

Assuming thicker wall solves everything

Buckling and connections can still govern.

📈

Using yield as capacity

Capacity needs a member check.

🚫

Publishing ‘holds X lb’ by size

No such universal value.

📦

Assuming every size is stocked

Check availability.

📦

Assuming every wall exists

Not every wall is made for every size.

📜

Ignoring ASTM grade

Grade sets strength.

🌧️

Ignoring corrosion and exposure

Coatings and exposure matter.

🔗

Ignoring connection capacity

Connections often govern.

📐

Ignoring deflection

Serviceability can control.

📐

Ignoring local slenderness

Thin walls can buckle locally.

💧

Using an HSS table for pipe

Pipe uses NPS and schedule.

📝

Using pipe schedule terms for HSS

Schedules do not apply.

Steel Rectangular Tube FAQs

Thirty common questions, answered with AISC, STI and ASTM information.

What sizes does rectangular steel tubing come in?
Rectangular HSS comes in many outside sizes. Common families are 2×1, 3×2, 4×2, 4×3, 5×3, 6×2, 6×3, 6×4 and 8×4 in., with nominal walls from 1/8 to 5/8 in. depending on size. Availability varies by producer, so check the STI capability tool.
What does HSS4x2x1/4 mean?
It is a rectangular hollow structural section with a nominal 4 in. outside depth, 2 in. outside width and 1/4 in. nominal wall thickness, in AISC’s depth x width x wall format.
Are rectangular tube dimensions inside or outside?
Outside. The depth and width in an HSS designation are overall outside dimensions. The inside opening is smaller because of the wall and the rounded corners.
What is the wall thickness of rectangular steel tubing?
It varies. Common nominal HSS walls are 1/8, 3/16, 1/4, 5/16, 3/8, 1/2 and 5/8 in. (0.125, 0.1875, 0.250, 0.3125, 0.375, 0.500 and 0.625 in.), and some producers list decimal walls such as 0.134 and 0.165 in.
What is design wall thickness?
The wall thickness AISC uses to compute section properties. For ASTM A500 it is 0.93 times the nominal wall; for A1085 it equals the nominal wall.
Why is A500 design wall 0.93 of nominal?
ASTM A500 permits a wall-thickness tolerance of about 10 percent, so AISC design uses 0.93 times nominal. The tube wall is not physically reduced to 93 percent.
Does A1085 use 0.93 wall thickness?
No. A1085 has a minimum thickness tolerance of only -5 percent and a minimum mass tolerance of -3.5 percent, so AISC allows section properties to use the full nominal wall.
What is ASTM A500?
A specification for cold-formed welded and seamless carbon steel structural tubing in rounds and shapes, with a perimeter up to 88 in. and a nominal wall up to 1 in. It is the most common U.S. specification for structural HSS.
What is ASTM A500 Grade C?
The predominant A500 grade for HSS, with a minimum yield strength of 50 ksi and a tensile strength of 62 ksi. These are material strengths, not member load capacities.
What is ASTM A1085?
A specification for cold-formed welded carbon steel HSS with tighter wall and mass tolerances, a 50 ksi minimum yield (70 ksi maximum) and a Charpy V-notch requirement. It is currently less available than A500.
Is rectangular tubing the same as HSS?
Not always. Rectangular HSS is structural tubing made to ASTM A500 or A1085 with published AISC properties. Other rectangular tubing, such as mechanical tubing, can have different standards and properties.
Is mechanical tubing the same as structural HSS?
No. Mechanical tubing is often made to ASTM A513 and can differ in tolerances, materials and corner geometry. Do not assign A500 or A1085 structural properties to it without a proper basis.
What is the difference between rectangular and square HSS?
Square HSS has equal width and depth, so Ix equals Iy. Rectangular HSS has a larger depth than width, so its stiffness differs by axis. Properties are not interchangeable.
How much does 2×1 rectangular tube weigh?
HSS2x1x1/8 weighs 2.20 lb/ft and HSS2x1x3/16 weighs 3.04 lb/ft.
How much does 3×2 rectangular tube weigh?
HSS3x2 weighs 3.90 lb/ft (1/8 in. wall), 5.59 lb/ft (3/16), 7.11 lb/ft (1/4) and 8.45 lb/ft (5/16). The STI HSS3x2x0.134 weighs 4.16 lb/ft.
How much does 4×2 rectangular tube weigh?
HSS4x2 weighs 4.75 lb/ft (1/8 in. wall), 6.87 lb/ft (3/16), 8.81 lb/ft (1/4), 10.58 lb/ft (5/16) and 12.17 lb/ft (3/8).
How much does 6×4 rectangular tube weigh?
HSS6x4 weighs 8.16 lb/ft (1/8 in. wall), 11.97 lb/ft (3/16), 15.62 lb/ft (1/4), 19.08 lb/ft (5/16), 22.37 lb/ft (3/8) and 28.43 lb/ft (1/2).
How do you calculate tube weight?
Use the published weight per foot times the length. An idealized estimate is W = 3.403 x A (lb/ft, with A in square inches), but it overstates the weight of a real rounded-corner HSS, so use published values.
How do you calculate rectangular tube area?
An idealized sharp-corner area is A = 2t(B + H – 2t). For a 4x2x1/4 tube that gives 2.75 in2. Published HSS areas are smaller because of the rounded corners and the design wall.
How do you calculate inside dimensions?
Approximately Hi = H – 2t and Bi = B – 2t. For a 4x2x1/4 tube, about 3.50 x 1.50 in. This is a flat-wall approximation because the inside corners are rounded.
How do you calculate moment of inertia?
For an idealized sharp-corner tube, Ix = (BH3 – bh3)/12 and Iy = (HB3 – hb3)/12 with b = B – 2t and h = H – 2t. For real HSS, use the published AISC or STI values.
What is section modulus?
S = I / c, the moment of inertia divided by the distance to the extreme fiber. For a rectangular tube Sx = 2Ix/H and Sy = 2Iy/B. It indicates elastic bending resistance but is not a load rating.
What is radius of gyration?
r = the square root of I/A. It is used for slenderness and buckling checks and is not the corner radius.
Which way is rectangular tube stronger?
With the larger dimension acting as the depth, because Ix is greater than Iy. For the STI HSS3x2x0.134, Ix = 1.38 in4 versus Iy = 0.733 in4, about 1.88 times. That is a stiffness ratio, not an allowable-load ratio.
Does wall thickness increase strength?
A thicker wall raises area, weight, inertia and section modulus, but not linearly, and it does not by itself solve buckling, connection or deflection limits.
How much weight can rectangular steel tubing hold?
There is no size-only answer. Capacity depends on span or effective length, supports, loading, orientation, steel grade, wall thickness, local slenderness, bracing, shear, compression, connections and deflection limits.
Can rectangular HSS be used as a beam?
Yes, it is widely used as a beam, but it must be designed for the loads and span using AISC provisions. Properties such as Ix and Sx help, but they do not choose the beam for you.
Can rectangular HSS be used as a column?
Yes. Area, rx, ry, effective length and slenderness govern buckling under AISC 360. Have a licensed design professional check the member.
What is the corner radius of HSS?
STI reports a maximum corner radius of 3t for A500 rectangular and square HSS, where t is the wall thickness. The corners are rounded, so the section is not a sharp-corner box.
Are all HSS sizes readily available?
No. STI distinguishes sizes that are regularly produced, produced on demand and not produced, and mill ranges vary by producer. A size in a table is not a stock guarantee.

Standards and References Used

Primary sources behind the values on this page
ReferenceWhat It CoversUsed For
AISC Hollow Structural SectionsHSS definition, designation format, A500 and A1085Terminology and designation
STI ASTM A500Grade C strengths, 0.93 design wall, corner radius, availabilityA500 data
STI ASTM A1085A1085 tolerances, CVN and availabilityA1085 comparison
STI A500 dimensions and section propertiesPublished A500 dimensions and propertiesHSS3x2x0.134 row and property checks
ASTM A500/A500M-23Cold-formed welded and seamless carbon steel structural tubingA500 scope
ASTM A1085/A1085M-22Cold-formed welded carbon steel HSSA1085 scope

Section properties on this page follow the AISC/STI design-wall method. For final design, use the current AISC Steel Construction Manual or the STI brochure. Local codes, project specifications and the engineer of record govern structural use.

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