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Steel Weight Calculator

Rebar weight using the trade-standard d²/162 rule — per metre, per foot, and total for a full bundle of bars.

Materials & quantities explainer

Run your numbers first, then read how it works. Start with the calculator below — the example values are pre-filled — then keep scrolling for the method, a worked example and the questions builders ask most. Everything runs in your browser; nothing you type is stored.

Calculator

Bar details

Enter the bar diameter, the length of one bar, and how many.

Weight per metre = d² ÷ 162. Per foot = d² ÷ 533.

Weight

Total steel weight

kg
Weight per metre
Weight per foot
Weight per bar
Total length
Total (tonnes)

Nominal-weight estimate. The d²/162 formula gives the theoretical weight from nominal diameter and steel density (7,850 kg/m³). Rolled bars carry a small mass tolerance per standard trade practice, and TMT ribs add a little, so actual delivered weight can differ by ±3–5%.

The weight of a round steel bar is d² ÷ 162 kilograms per metre, where d is the diameter in millimetres. A 12 mm bar weighs 0.888 kg/m (12² ÷ 162), so a 12 m bar is about 10.67 kg. For weight per foot, use d² ÷ 533. Total weight is simply weight per metre × length × number of bars.

Key takeaways

  • kg/m = d² ÷ 162 (d in mm).
  • kg/ft = d² ÷ 533.
  • 12 mm → 0.888 kg/m; 16 mm → 1.58 kg/m.
  • Total = kg/m × length (m) × quantity.
  • Works for mild steel, TMT and Fe415/Fe500 alike.

How the d²/162 formula works

Weight = volume × density. For a round bar, the cross-section area is π/4 × d², and steel density is 7,850 kg/m³. With diameter in mm and length in metres, the constants collapse to a single divisor.

Weight per metre (kg/m) = d² ÷ 162 Weight per foot (kg/ft) = d² ÷ 533 Total weight = (d² ÷ 162) × length(m) × quantity

The exact divisor is 162.28 (from 4,000,000 ÷ (π × 7,850)); the trade rounds it to 162. The per-foot divisor 533 is just 162 × 3.281 feet per metre.

Worked example: a bundle of 10 nos. 12 mm × 12 m bars

A slab needs 10 bars of 12 mm, each 12 m long. Weight per metre = 12² ÷ 162 = 0.888 kg/m. Each bar = 0.888 × 12 = 10.67 kg. Ten bars = 10.67 × 10 = 106.7 kg ≈ 0.107 tonne. If the mill quotes per foot, 0.888 ÷ 3.281 = 0.27 kg/ft, matching 12² ÷ 533.

Standard bar weight table (kg/m and per 12 m bar)

Diameter (mm)Weight (kg/m)Weight (kg/ft)Per 12 m bar (kg)
60.2220.0682.67
80.3950.1204.74
100.6170.1887.41
120.8880.27010.67
161.5800.48118.96
202.4690.75129.63
253.8581.17346.30
284.8401.47158.07
326.3211.92275.85

All figures use d² ÷ 162 (kg/m) and d² ÷ 533 (kg/ft).

Where this fits in your build

Use it to convert a bar schedule into ordering weight or tonnage. To estimate how much steel a slab needs in the first place (≈ 80 kg/m³), use the RCC slab calculator; for the concrete around that steel, the concrete calculator gives cement, sand and aggregate.

Frequently asked questions

What is the d²/162 formula for steel weight?

Weight per metre (kg/m) = diameter² (mm) ÷ 162. A 12 mm bar = 144 ÷ 162 = 0.888 kg/m.

How much does a 12 mm steel bar weigh per metre?

0.888 kg/m. A 12 m length weighs about 10.67 kg; per foot it is 0.27 kg.

Where does the number 162 come from?

From (π/4 × d²) × 7,850 ÷ 1,000,000 with d in mm — the constants give 162.28, rounded to 162.

How do I get weight per foot?

Use d² ÷ 533. A 12 mm bar = 144 ÷ 533 = 0.27 kg/ft, which is the kg/m figure ÷ 3.281.

How many 12 mm bars make one tonne?

A 12 m bar weighs 10.67 kg, so about 94 such bars make 1,000 kg.

Does d²/162 work for TMT and Fe500 bars?

Yes — it depends on geometry and density, not grade, so it covers mild steel, TMT and Fe415/Fe500. Allow a small rolling tolerance.

The d²/162 rule derives from the unit weight of steel (7,850 kg/m³) and the circular cross-section, and matches the sectional weights used as standard trade practice for high-strength deformed bars. Per-foot figures use d² ÷ 533 (= d²/162 ÷ 3.281). Delivered bars carry a small mass tolerance per the common site standard.

Last reviewed 2026-06-14

Educational estimate only. The d²/162 formula gives theoretical (nominal) weight; rolled and TMT bars carry a small mass tolerance, so confirm critical reinforcement quantities and the bar bending schedule with a qualified engineer.