Bar Bending Schedule Calculator
What is a Bar Bending Schedule Calculator?
A Bar Bending Schedule (BBS) lists every reinforcement bar in a structural member with its shape, diameter, number, cutting length and weight. Contractors use it to cut and bend steel accurately, estimate quantities and reduce wastage. This calculator helps you work out cutting lengths and weights for common bar shapes.
How to use it
- Select the member and bar shape, such as straight bars, bent-up bars or stirrups.
- Enter bar diameter, member dimensions, clear cover, spacing and hook or bend details.
- Review the cutting length, number of bars and total steel weight.
Key formulas
- Unit weight of steel:
d² / 162kg per metre, where d is the bar diameter in mm. A 12 mm bar weighs 144 / 162 = 0.889 kg/m. - Bend deductions: commonly 1d for 45°, 2d for 90° and 3d for 135° bends.
- Hook length: typically 9d to 10d for a 135° stirrup hook in seismic detailing.
Worked example: rectangular stirrup
Beam 300 × 450 mm, clear cover 25 mm, 8 mm stirrups. Inner dimensions: 250 × 400 mm. Cutting length = 2 × (250 + 400) + 2 × 10d hooks - 3 × 2d (three 90° bends) - 2 × 3d (two 135° hooks) = 1300 + 160 - 48 - 48 = 1364 mm. Weight per stirrup = 1.364 × 64 / 162 = 0.54 kg.
Good practice
- Always follow the detailing code used on your project (for example IS 2502, BS 8666 or ACI 315), as bend deduction values differ.
- Add lap lengths for bars longer than the stock length, usually 12 m.
- Group identical bars to minimise cutting waste.
Frequently Asked Questions
What is a bar bending schedule?
It is a table listing each reinforcement bar with its mark, shape, diameter, number, cutting length and weight, used for cutting, bending and estimating steel.
How do I calculate steel weight per metre?
Use d squared divided by 162, where d is the diameter in millimetres. The result is in kilograms per metre.
What are bend deductions?
When a bar is bent it stretches slightly, so a length is deducted per bend. Typical values are 1d for 45 degrees, 2d for 90 degrees and 3d for 135 degrees.
Which code does this follow?
The formulas follow common practice used in IS 2502 and similar standards. Always check against your project specification and code.