Angle Weight Calculator
Calculate MS angle iron weight per meter and per piece using the standard (2L - T) × T × 0.00785 formula. Supports equal and unequal leg angles.
What is the Angle Weight Calculator?
The angle weight calculator is an engineering tool that computes the weight of MS angle iron sections based on their leg dimensions and thickness. Using the standard formula (2L - T) × T × 0.00785, it delivers accurate weight per meter, per piece, and total weight for L-shaped structural steel angles. It supports both equal leg angles (where both legs are the same length) and unequal leg angles, making it versatile for different structural applications.
Angle sections are one of the most fundamental structural steel shapes, used extensively in building frames, trusses, bridges, transmission towers, industrial sheds, and fabrication work. Their L-shaped cross-section provides excellent strength-to-weight ratio for resisting bending, compression, and tension forces. Accurate weight calculation is essential for structural design, cost estimation, procurement, and logistics planning.
How to Use the Angle Weight Calculator
Using this calculator is simple and intuitive:
- Select Angle Type: Choose Equal or Unequal angle. For equal angles, both legs share the same length.
- Enter Leg Length(s): For equal angles, enter the leg length (e.g., 50mm). For unequal, enter both leg lengths (e.g., 75mm and 50mm).
- Enter Thickness: Input the angle thickness in millimeters.
- Enter Length and Quantity: Specify the length per piece (typically 6m) and the number of pieces.
- Calculate: Click Calculate to get instant weight results.
The calculator automatically uses the correct formula: (2L - T) × T × 0.00785 for equal angles and (L1 + L2 - T) × T × 0.00785 for unequal angles.
Angle Weight Formula and Derivation
The formula for equal angle weight is: W = (2L - T) × T × 0.00785 × Length. For unequal angles: W = (L1 + L2 - T) × T × 0.00785 × Length. The cross-sectional area of an angle is calculated by splitting the L-shape into two rectangles: one rectangle is L × T, and the other is (L - T) × T. So total area = L×T + (L-T)×T = T(2L - T). Weight per meter = Area × 7.85 × 10⁻⁶ m²/mm² × 1000 = Area × 0.00785. This gives the weight in kg per meter.
Applications of Steel Angles
Steel angles are one of the most versatile structural sections. In building construction, they form roof trusses, column bracing, lintels over openings, and wall support systems. In industrial settings, they create equipment frames, conveyor supports, pipe racks, and cable trays. In infrastructure, they are used in transmission line towers, railway signal posts, highway sign structures, and bridge cross-bracing. In residential and commercial fabrication, they make gates, window frames, shelving units, and stair stringers. Their availability in many sizes and their ease of welding, drilling, and bolting make them a go-to choice for engineers and fabricators worldwide.