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Steel Weight Calculator

Get kg per metre, total kg and tonnes for TMT and round bar, plate and sheet, MS and ERW round pipe, square and rectangular hollow sections, square bar and flat bar. Each tab uses the density and geometry of the relevant Indian Standard. We checked every formula against the weights printed in the standard's own tables; the comparison is below the calculator.

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TMT bar / round bar

mm
m
pcs
Formula: kg/m = π/4 × D² × 0.00785 (D in mm). IS 1786 takes steel as 0.00785 kg per mm² of cross-section per metre. The shop-floor shortcut D² ÷ 162 is about 0.12% heavier.
Standard: IS 1786:2008 (TMT / high strength deformed bars); plain round bars follow the same per-metre values in IS 1732:1989.
Weight per metre—
Weight per bar—
Total weight—
In tonnes—

Actual mill weights vary within IS 1786's mass tolerance, so bill the weighed load, not only this figure.

Checked against the standards' own tables

The right-hand column is worked out live by the same code that runs the calculator. The standards round their printed weights (IS 1786, IS 1730 and IS 1732 to three significant figures, IS 4923 to two decimals), so the last digit here may differ slightly.

Pipe ODs are inside the OD range IS 1239 lists for that bore: 33.3–34.2 mm for 25 NB medium and 59.7–60.8 mm for 50 NB medium.
SectionStandardStandard's table (kg/m)This calculator (kg/m)
TMT bar 12 mmIS 1786:2008, Table 10.8880.888
TMT bar 40 mmIS 1786:2008, Table 19.869.865
Round bar 20 mm (ISRO 20)IS 1732:19892.472.466
Square bar 20 mm (ISSQ 20)IS 1732:19893.143.140
Flat 50 × 6 mmIS 1730:19892.362.355
Plate 10 mm, 1000 mm wide (per metre length)IS 1730:198978.578.500
Pipe 25 NB medium, 33.7 OD × 3.2 wallIS 1239 (Part 1):2004, Table 42.412.407
Pipe 50 NB medium, 60.3 OD × 3.6 wallIS 1239 (Part 1):2004, Table 45.035.034
SHS 40 × 40 × 2.6IS 4923:1997, Table 12.922.917
RHS 122 × 61 × 5.4IS 4923:1997, Table 214.0114.010

How far can real weights move?

A calculated weight is a nominal weight. Mills roll within a tolerance, so the weighbridge figure for a real consignment will differ from it. The mass tolerances in the standards we used:

Steel weight calculation: FAQs

Why doesn't D²/162 match the IS 1786 table exactly?

D² ÷ 162 is a rounded version of π/4 × 0.00785 (0.0061654), so it reads about 0.12 percent high. For a 40 mm bar it gives 9.877 kg/m against 9.86 kg/m in IS 1786. This calculator uses the exact cross-sectional area multiplied by 0.00785 kg per mm² per metre, the basis IS 1786 states.

Why is my SHS or RHS weight lower than the simple formula?

Hollow sections have rounded corners. IS 4923 weights take the corner radii into account; the sharp-corner formula 2(D + B − 2t) × t × 0.00785 does not, and on the IS 4923 sizes we checked it reads roughly 3 to 8 percent heavy. For 40 × 40 × 2.6 it gives 3.05 kg/m against 2.92 kg/m in the standard.

How far can an actual TMT bundle weight differ from the calculated weight?

IS 1786 allows a batch to vary by ±7 percent for bars up to 10 mm, ±5 percent over 10 mm up to 16 mm, and ±3 percent over 16 mm. An individual sample may be up to 8, 6 or 4 percent under nominal in the same size bands. That is why billing should follow the weighed load, not only the calculated weight.

Does galvanising change the IS 1239 pipe weight?

IS 1239 (Part 1): 2004 says the thickness and mass in its Tables 3, 4 and 5 apply to both black and galvanized tubes, so this calculator uses the same figure for both.

What density does this calculator use?

7.85 g/cm³ (7,850 kg/m³) for carbon and mild steel. The IS 1730 tables are based on it, IS 4923 expresses it as 0.785 kg per cm² of section per metre run, and IS 1786 as 0.00785 kg per mm² per metre. Stainless steel and other alloys are not covered here.

Sources

From calculated weight to billed weight

In SteelERP, each order line keeps both the ordered weight and the actual loaded weight, and the bill is raised on the actual weight. Deliveries can be split into sub-orders by kg, metre or piece, and each sub-order has its own loading, challan and delivery status.

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