---- | -------------- | ---------- | ---------- | --------------------------- | | W8x31 | 31 | 9.12 | 8.00 | Light columns, short beams | | W10x33 | 33 | 9.71 | 9.73 | Columns, beam-columns | | W12x26 | 26 | 7.65 | 12.22 | Floor beams, light framing | | W12x40 | 40 | 11.7 | 11.94 | Floor beams, moderate spans | | W14x30 | 30 | 8.85 | 13.84 | Columns, beams | | W16x36 | 36 | 10.6 | 15.86 | Floor beams (most common) | | W18x35 | 35 | 10.3 | 17.70 | Floor beams | | W18x46 | 46 | 13.5 | 18.06 | Heavier floor beams | | W21x44 | 44 | 13.0 | 20.66 | Long-span floor beams | | W24x55 | 55 | 16.2 | 23.58 | Transfer beams, girders | | W27x84 | 84 | 24.7 | 26.71 | Heavy girders | | W30x90 | 90 | 26.3 | 29.53 | Long-span girders | | W33x118 | 118 | 34.7 | 33.30 | Transfer girders | | W36x135 | 135 | 39.7 | 35.55 | Long-span transfer girders |
HSS shapes
| Shape | Weight (lb/ft) | Area (inÃÂò) | Common Use |
|---|---|---|---|
| HSS2x2x1/4 | 5.59 | 1.64 | Bracing, architectural |
| HSS3x3x3/16 | 6.92 | 2.03 | Bracing, minor columns |
| HSS4x4x1/4 | 11.9 | 3.49 | Columns, truss chords |
| HSS6x6x3/8 | 27.5 | 8.08 | Columns, frames |
| HSS6x6x1/2 | 35.2 | 10.3 | Heavy columns |
| HSS8x8x3/8 | 37.7 | 11.1 | Major columns |
| HSS8x8x1/2 | 49.0 | 14.4 | Transfer columns |
| HSS10x10x1/2 | 62.5 | 18.4 | Heavy columns, trusses |
| HSS12x12x1/2 | 75.7 | 22.2 | Monumental columns |
| HSS16x16x5/8 | 119 | 35.0 | Heavy column stacks |
Angles and channels
| Shape | Weight (lb/ft) | Area (inÃÂò) | Common Use |
|---|---|---|---|
| L3x3x1/4 | 4.75 | 1.39 | Light bracing, lintels |
| L4x4x3/8 | 9.10 | 2.67 | Bracing, connections |
| L6x6x1/2 | 18.4 | 5.41 | Heavy bracing, framing |
| C6x13 | 13 | 3.82 | Light framing, purlins |
| C8x18.75 | 18.75 | 5.51 | Floor framing |
| C10x20 | 20 | 5.87 | Girts, purlins |
| C12x25 | 25 | 7.34 | Heavy purlins, beams |
| MC10x22 | 22 | 6.47 | Specialty framing |
| MC12x31 | 31 | 9.10 | Crane runway beams |
Worked Example — Floor Framing Material Takeoff
Problem: A 5-story office building has the typical floor framing shown below. Calculate the total structural steel weight for one typical floor level.
Given data
Plan dimensions: 120 ft ÃÂÃÂ 80 ft
Beam spacing: 6 ft on center (short direction)
Beam span: 40 ft (long direction)
Girder span: 30 ft (short direction)
Interior columns: W12x65 at each grid intersection
Perimeter columns: W10x49 at each grid intersection
Grid: 4 bays ÃÂÃÂ 30 ft (long) ÃÂÃÂ 2 bays ÃÂÃÂ 40 ft (short)
Total bays: 8
Interior columns per floor: 3 (one per row ÃÂÃÂ 3 rows)
Perimeter columns per floor: 12 (on grid lines)
Step 1 — Floor beams
Number of beams: 120/6 = 20 beams per girder line ÃÂÃÂ 3 girder lines = 60 beams
But there are 4 ÃÂÃÂ 30ft girders per 40ft direction = 2 ÃÂÃÂ 4 = 8 girder lines? Let me simplify.
Beam count: 5 beam lines per 30ft bay ÃÂÃÂ 3 bays = 15 beam lines ÃÂÃÂ 2 rows = 30 beams
Each beam spans 40 ft.
Section: W16x36 (typical floor beam)
Weight per beam: 36 ÃÂÃÂ 40 = 1,440 lb
Total beam weight: 30 ÃÂÃÂ 1,440 = 43,200 lb = 21.6 tons
Step 2 — Girders
Number of girders: 2 rows ÃÂÃÂ 4 bays = 8 girders + 2 edge lines ÃÂÃÂ 4 = 8 more = 16 girders
Actually: 2 interior girder lines ÃÂÃÂ 4 bays = 8 girders at 30 ft each.
Section: W21x44 (typical girder)
Weight per girder: 44 ÃÂÃÂ 30 = 1,320 lb
Total girder weight: 8 ÃÂÃÂ 1,320 = 10,560 lb = 5.28 tons
Step 3 — Columns (one story height, 14 ft floor-to-floor)
Interior columns: 3 ÃÂÃÂ W12x65 ÃÂÃÂ 14 ft = 3 ÃÂÃÂ 65 ÃÂÃÂ 14 = 2,730 lb
Perimeter columns: 10 ÃÂÃÂ W10x49 ÃÂÃÂ 14 ft = 10 ÃÂÃÂ 49 ÃÂÃÂ 14 = 6,860 lb
Total column weight: 9,590 lb = 4.80 tons
Step 4 — Total and add connections allowance
Beams: 43,200 lb
Girders: 10,560 lb
Columns: 9,590 lb
Subtotal: 63,350 lb
Connection allowance (5%): 3,168 lb
Misc (stairs, openings): 2,000 lb
Grand total: 68,518 lb = 34.3 tons per floor
Steel weight per sq ft: 68,518 / (120 ÃÂÃÂ 80) = 7.1 psf
A structural steel framing weight of 5-10 psf is typical for office buildings. This 7.1 psf falls squarely in the expected range, confirming the takeoff is reasonable.
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Worked Example: Steel Takeoff for Simple Frame
Problem: Calculate the total steel weight for a single-bay portal frame: 2 columns W12x65, 20 ft tall; 1 beam W18x50, 40 ft span; base plates 3/4 in. x 14 in. x 14 in. (4 plates); cap plates 1/2 in. x 8 in. x 12 in. (2 plates).
Given:
- Columns: W12x65, length = 20 ft each (x2)
- Beam: W18x50, length = 40 ft (x1)
- Base plates: 3/4 in. thick, 14 in. x 14 in., 4 total
- Cap plates: 1/2 in. thick, 8 in. x 12 in., 2 total
- Connection allowance: 5% of member weight (standard for preliminary takeoff)
Solution:
Step 1 -- Member weights (AISC Table 1-1):
W12x65: 65 plf x 20 ft x 2 columns = 2,600 lb
W18x50: 50 plf x 40 ft x 1 beam = 2,000 lb
Total member weight = 4,600 lb
Step 2 -- Plate weights (0.284 lb/in^3):
Base plate: 0.284 x 14 x 14 x 0.75 x 4 = 0.284 x 588 = 167 lb
Cap plate: 0.284 x 8 x 12 x 0.50 x 2 = 0.284 x 96 = 27 lb
Total plate weight = 194 lb
Step 3 -- Connection allowance:
Connection = 5% x 4,600 = 230 lb
Step 4 -- Total frame steel weight:
Total = 4,600 + 194 + 230 = 5,024 lb = 2.51 tons
Result: Total estimated steel weight is 2.51 tons. At $3,000/ton fabricated and erected (typical 2026 pricing for small commercial), approximate cost = $7,530. At 5-8 psf average for low-rise, this ~800 ft^2 footprint is in the expected range.
Frequently Asked Questions
How do I read a W-shape designation like W18ÃÂÃÂ35? The W designation identifies a wide-flange section. The first number (18) is the nominal depth in inches — the actual depth of a W18ÃÂÃÂ35 is 17.7 inches, close to but not exactly 18 inches because AISC standardises depth within a family. The second number (35) is the weight in pounds per linear foot. This means a W18ÃÂÃÂ35 weighs 35 lb for every foot of length, which comes directly from the cross-sectional area multiplied by the steel density. In SI sections the designation uses the depth in mm and the mass in kg/m.
What is the density of structural steel and how is weight per foot calculated? Structural steel has a unit weight of approximately 490 lb/ftÃÂó (77.0 kN/mÃÂó or 7850 kg/mÃÂó). The weight per linear foot of a section equals its cross-sectional area (inÃÂò) multiplied by 490 lb/ftÃÂó and divided by 144 inÃÂò/ftÃÂò — or equivalently, area (inÃÂò) ÃÂà3.40 lb/(inÃÂòÃÂ÷ft). The AISC Steel Construction Manual tabulates this directly as the nominal weight in lb/ft for every listed section, so it is rarely necessary to compute from first principles unless you are dealing with a non-standard built-up section.
How do I convert lb/ft section weight to a dead load in psf? The self-weight of a beam in lb/ft is a line load, not an area load. To convert it to a contribution to the dead load psf for slab design or load combination purposes, divide the lb/ft weight by the tributary width (in feet) that the beam serves. For example, a W18ÃÂÃÂ35 (35 lb/ft) on 10 ft centres contributes 35/10 = 3.5 psf to the dead load — a small but not negligible fraction of a typical 50âÃÂÃÂ75 psf superimposed dead load. For long-span beams or closely spaced framing, self-weight can be 5âÃÂÃÂ10% of the total dead load.
How do I calculate total steel weight for a material takeoff? Multiply the section weight per foot (lb/ft) by the cut length (ft) for each member, then sum across all members. For example: ten W18ÃÂÃÂ35 beams at 30 ft each = 10 ÃÂà35 ÃÂà30 = 10,500 lb = 4.73 tons of structural steel. Add 2âÃÂÃÂ5% for connection plates, stiffeners, and weld metal as a typical fabrication allowance. Material takeoff quantities are also used to estimate erection crane capacity and shipping tonnage.
How does self-weight affect the span capacity of long steel beams? Self-weight adds a uniform dead load that occupies part of the beamâÃÂÃÂs moment and deflection budget before any superimposed loads are applied. For a W18ÃÂÃÂ35 at 30 ft span, the self-weight moment alone is 0.035 ÃÂà30ÃÂò / 8 = 3.94 kipÃÂ÷ft, which is a small fraction of the sectionâÃÂÃÂs moment capacity. But for a W36ÃÂÃÂ135 at 80 ft span, the self-weight moment is 0.135 ÃÂà80ÃÂò / 8 = 108 kipÃÂ÷ft — a much more significant demand. As spans exceed roughly 20 m (65 ft), self-weight typically consumes 15âÃÂÃÂ25% of total allowable moment, so it must be explicitly included in the load combination rather than treated as negligible.
How much does a W12ÃÂÃÂ26 weigh over a 20-foot span, and what dead load does it contribute? A W12ÃÂÃÂ26 weighs 26 lb/ft by definition (the designation encodes the weight), so a 20-foot member weighs 26 ÃÂà20 = 520 lb = 0.26 tons. For dead load purposes on a floor framing system, this is a line load of 0.026 kip/ft. If this beam frames into a 10-foot tributary width, the dead load contribution is 0.026 / 10 = 0.0026 kip/ftÃÂò = 2.6 psf — small relative to a typical 50âÃÂÃÂ100 psf superimposed floor load, but non-negligible for a long-span beam where cumulative self-weight governs deflection rather than strength.
Code References
- ASTM A6/A6M -- General requirements for rolled structural steel including nominal weight calculation basis (density = 490 lb/ft^3 / 7850 kg/m^3)
- ASTM A36/A36M -- Carbon structural steel shapes, plates, and bars
- AISC 360-22 Section A3.1c -- Nominal weight referenced in structural steel material specifications
- ASTM A500 -- Cold-formed welded and seamless carbon steel structural tubing (HSS weight tables)
Related pages
- Section properties database
- Steel beam sizes reference
- Steel grades reference
- Unit converter
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- Plate weight calculator
- Load combinations calculator
- Tools directory
- Reference tables directory
- Guides and checklists
- How to verify calculator results
- Disclaimer (educational use only)
- Cold Formed Reference
- Cold Formed Sections
- Cable sag and tension calculator
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