square hollow section — 47.41 kg per metre, 60.39 cm² cross-sectional area. IS 4923:2017 (Amd. 2) Table 1 - Square Hollow Sections.
Square Hollow Sections. Reproduced as printed in IS 4923:2017 (Amd. 2) Table 1 - Square Hollow Sections.
As printed in IS 4923:2017 (Amd. 2) Table 1 - Square Hollow Sections. 250 mm deep, 250 mm wide. Units are shown on every row, because the two standards on this site use different ones for the radius of gyration.
| Depth of section D | 250 | mm |
|---|---|---|
| Width of section B | 250 | mm |
| Wall thickness t | 6.3 | mm |
| Mass per metre M | 47.41 | kg/m |
|---|---|---|
| Sectional area A | 60.39 | cm² |
| Second moment of area I | 5,926 | cm⁴ |
|---|---|---|
| Radius of gyration r | 9.91 | cm |
| Elastic section modulus Ze | 474.09 | cm³ |
| Plastic section modulus Zp | 548.68 | cm³ |
Total weight is the mass per metre multiplied by the length and the number of pieces. Ten pieces of 250x250x6.3 at six metres each is 47.41 × 6 × 10 = 2,845 kg. There is nothing else to it — the standard publishes the mass, so no one needs to compute it from the area.
You can check that mass against the area on this page: 60.39 cm² of steel at 7 850 kg/m³ is 47.41 kg/m. Every row in this dataset was checked that way, which is how the contradictions flagged on some of these pages were found.
Work it out for your own lengths and quantities →
IS 4923 : 2017 gives 250x250x6.3 a mass of 47.41 kg per metre. Its printed cross-sectional area of 60.39 cm² agrees: 60.39 cm² of steel at 7 850 kg/m³ works out at 47.41 kg per metre.
284.46 kg. Mass per metre times length: 47.41 × 6. Ten such pieces come to 2845 kg.
250 mm deep and 250 mm wide, with a 6.3 mm web.
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