A complete step-by-step guide to manually calculating the weight of MS, GI, square, and rectangular pipes. Includes worked examples, formulas, unit conversions, and a quick reference calculator.
Knowing the exact weight of pipes is essential for:
Verify supplier invoices and estimate material costs accurately.
Calculate truckload capacity and logistics costs for pipe delivery.
Account for dead load of piping in structural calculations.
Create accurate bill of quantities for tenders and contracts.
Before calculating pipe weight, you need three measurements:
The outside diameter of the pipe in mm or inches
The thickness of the pipe wall in mm or inches
The length of the pipe in meters or feet
The standard formula for round pipe weight per meter:
The constant 0.02466 = Ο Γ 7850 / 1,000,000
Find the OD (outer diameter) and wall thickness from the pipe datasheet, IS standard, or by physical measurement.
| Nominal Size | OD (mm) | t (mm) | Calculation | Result |
|---|---|---|---|---|
| Β½ inch | 21.3 | 2.3 | (21.3β2.3)Γ2.3Γ0.02466 | 1.077 kg/m |
| 1 inch | 33.4 | 2.9 | (33.4β2.9)Γ2.9Γ0.02466 | 2.186 kg/m |
| 1Β½ inch | 48.3 | 3.2 | (48.3β3.2)Γ3.2Γ0.02466 | 3.558 kg/m |
| 2 inch | 60.3 | 3.2 | (60.3β3.2)Γ3.2Γ0.02466 | 4.505 kg/m |
| 3 inch | 88.9 | 4.0 | (88.9β4.0)Γ4.0Γ0.02466 | 8.376 kg/m |
| 4 inch | 114.3 | 4.0 | (114.3β4.0)Γ4.0Γ0.02466 | 10.882 kg/m |
For USA engineers using inch and feet, convert dimensions first then use the same formula:
For projects with multiple pipe types and sizes, calculate each individually and sum:
| Item | Size | Length | Qty | kg/m | Total (kg) |
|---|---|---|---|---|---|
| MS Round Pipe | 48.3 OD Γ 3.2mm | 6m | 20 | 3.56 | 427.2 |
| MS Round Pipe | 88.9 OD Γ 4.0mm | 6m | 10 | 8.38 | 502.8 |
| SHS Square Pipe | 50Γ50Γ3mm | 6m | 15 | 4.43 | 398.7 |
| RHS Rect Pipe | 75Γ50Γ3mm | 6m | 8 | 5.54 | 265.9 |
| Grand Total | 1,594.6 kg | ||||
| Nominal | OD (mm) | T (mm) | kg/m | 6m Pipe | 12m Pipe |
|---|
Use our free pipe weight calculator for instant results with PDF export.
(ODβt)ΓtΓ0.02466
4(Wβt)ΓtΓ0.00785
(2(W+H)β4t)ΓtΓ0.00785