Dongguan Mingte Hardware Machinery Co., Ltd.




+86 15362887736

  • BACK
  • MT HOME
  • Navbar
  • MT HOME >  NEWS >  Industry News

    Various steel weight calculation formulas, very practical

    2022.02.21

    In the work, we often encounter the problem of calculating the weight of steel. Today, Xiaobian will provide you with various calculation methods for the weight of steel, which are absolutely practical.

     


    Steel plate weight calculation formula

    Formula: 7.85×length (m)×width (m)×thickness (mm)

    Example: Steel plate 6m (length) × 1.51m (width) × 9.75mm (thickness)

    Calculation: 7.85×6×1.51×9.75=693.43kg

     

    Steel pipe weight calculation formula

    Formula: (outer diameter - wall thickness) × wall thickness mm × 0.02466 × length m

    Example: Steel pipe 114mm (outer diameter) x 4mm (wall thickness) x 6m (length)

    Calculation: (114-4)×4×0.02466×6=65.102kg

     

    Round bar weight calculation formula

    Formula: diameter mm × diameter mm × 0.00617 × length m

    Example: round steel Φ20mm (diameter) × 6m (length)

    Calculation: 20×20×0.00617×6=14.808kg

     

    Square steel weight calculation formula

    Formula: side width (mm) × side width (mm) × length (m) × 0.00785

    Example: square steel 50mm(side width)×6m(length)

    Calculation: 50×50×6×0.00785=117.75(kg)

     

    Flat steel weight calculation formula

    Formula: side width (mm) × thickness (mm) × length (m) × 0.00785

    Example: Flat steel 50mm(side width)×5.0mm(thickness)×6m(length)

    Calculation: 50×5×6×0.00785=11.7.75(kg)

     

    Hexagonal steel weight calculation formula

    Formula: Diameter of opposite side × Diameter of opposite side × Length (m) × 0.00068

    Example: Hexagonal steel 50mm(diameter)×6m(length)

    Calculation: 50×50×6×0.0068=102(kg)

     

    Rebar weight calculation formula

    Formula: diameter mm × diameter mm × 0.00617 × length m

    Example: rebar Φ20mm(diameter)×12m(length)

    Calculation: 20×20×0.00617×12=29.616kg

     

      Flat pass weight calculation formula

    Formula: (side length + side width) × 2 × thickness × 0.00785 × length m

    Example: Flat pass 100mm×50mm×5mm thick×6m(length)

    Calculation: (100+50)×2×5×0.00785×6=70.65kg

     

    Fangtong weight calculation formula

    Formula: side width mm × 4 × thickness × 0.00785 × length m

    Example: Fangtong 50mm×5mm thick×6m(length)

    Calculation: 50×4×5×0.00785×6=47.1kg

     

    Equilateral angle steel weight calculation formula

    Formula: side width mm × thickness × 0.015 × length m (rough calculation

    Example: Angle steel 50mm×50mm×5thickness×6m(length)

    Calculation: 50×5×0.015×6=22.5kg (the table is 22.62)

     

    Unequal angle steel weight calculation formula

    Formula: (side width + side width) × thickness × 0.0076 × length m (rough calculation)

    Example: Angle steel 100mm×80mm×8thickness×6m(length)

    Calculation: (100+80)×8×0.0076×6=65.67kg (table 65.676)

     

    Other non-ferrous metals

    brass tube weight calculation formula

    Formula: (outer diameter - wall thickness) × thickness × 0.0267 × length m

    Example: Brass tube 20mm x 1.5mm thick x 6m (length)

    Calculation: (20-1.5)×1.5×0.0267×6=4.446kg

     

    Copper pipe weight calculation formula

    Formula: (outer diameter - wall thickness) × thickness × 0.02796 × length m

    Example: copper tube 20mm×1.5mm thick×6m(length)

    Calculation: (20-1.5)×1.5×0.02796×6=4.655kg

    Aluminum flower plate weight calculation formula

    Formula: length m × width m × thickness mm × 2.96

    Example: Aluminum flower plate 1m wide x 3m long x 2.5mm thick

    Calculation: 1×3×2.5×2.96=22.2kg

     

    Brass plate: specific gravity 8.5

    Copper plate: specific gravity 8.9

    Zinc plate: specific gravity 7.2

    Lead plate: specific gravity 11.37

    Calculation method: specific gravity × thickness = weight per square

    Previous:【Mechanical Drawing】Mechanical drawing, this is the foundation that machinist must master

    Next:[Professional Knowledge Base] Concepts Related to the Power of Engineering Mechanics (1)

    Related Information