The answer is 3.854
if you work out the total meterage then multiply by 3.854
that will give you total tonage
I am a steel fixing subcontractor so this sum becomes second nature
hope this has been of some help
0.887 kg per m
6.314 kg/m
For Mild Steel Bars: Diameter (in inches): 1/4" Weight per foot: 0.167 lb/ft Diameter (in inches): 3/8" Weight per foot: 0.376 lb/ft Diameter (in inches): 1/2" Weight per foot: 0.668 lb/ft Diameter (in inches): 5/8" Weight per foot: 1.043 lb/ft Diameter (in inches): 3/4" Weight per foot: 1.502 lb/ft Diameter (in inches): 1" Weight per foot: 2.670 lb/ft For High-Strength Deformed (HSD) Steel Bars (commonly used in construction): Diameter (in millimeters): 8 mm Weight per meter: 0.395 kg/m Diameter (in millimeters): 10 mm Weight per meter: 0.617 kg/m Diameter (in millimeters): 12 mm Weight per meter: 0.888 kg/m Diameter (in millimeters): 16 mm Weight per meter: 1.579 kg/m Diameter (in millimeters): 20 mm Weight per meter: 2.467 kg/m Diameter (in millimeters): 25 mm Weight per meter: 3.853 kg/m
3 KG / Meter
what is the weight od 25x25x3 mm mild steel angle per meter
0.618
Formula for steel bar weight per meter = D2/162 where D is diameter of bar
1.58kg per metre
0.887 kg per m
3.85
D^2/162
0.395kg/rm
Type your answer here... 3.85
DxD/162 this is the formula for finding unit weight of steel
(dxd)/162 wher d is the daimetre of steel bar
6.314 kg/m
To calculate the weight of a 350x20 flat bar per meter, you can use the formula: weight (kg/m) = width (mm) × thickness (mm) × length (m) × density (kg/m³). The density of steel is approximately 7850 kg/m³. For a 350x20 flat bar, the weight per meter would be approximately 350 mm × 20 mm × 1 m × 7850 kg/m³ ÷ 1,000,000 = 55 kg/m.