Steel is usually the single most expensive material in a reinforced concrete structure, and it is also the one where site losses are hardest to see. A slab can look perfect while 6–8% of the reinforcement that was paid for ended up as off-cuts, extra laps or bars cut to the wrong length. A properly prepared Bar Bending Schedule (BBS) is the tool that controls this: it tells the steel fixer exactly what to cut and bend, tells the QS exactly what to measure, and gives the project manager a firm figure to order against.
This guide explains how a BBS is built, the formulas behind it, the lap and development length rules that drive most of the hidden quantity, and the wastage norms you can realistically hold on site.
STEP 011. What a Bar Bending Schedule contains
A BBS is a table, prepared from the structural drawings, listing every distinct bar shape in a member. A standard schedule (following the BS 8666 layout, widely used in Pakistan and the Gulf) has these columns:
| Column | Meaning |
|---|---|
| Member | Footing F1, Column C3, Beam B12, Slab S2 etc. |
| Bar mark | Unique reference for each bar shape |
| Type & size | e.g. Grade 60, Ø16 mm |
| No. of members | How many identical members |
| No. of bars per member | From spacing or drawing count |
| Total no. of bars | Members × bars per member |
| Cutting length | Length of one bar before bending |
| Shape code | Standard shape (straight, L, U, stirrup, crank) |
| Total length | Total bars × cutting length |
| Weight | Total length × unit weight |
The schedule is then summarised diameter-wise, because steel is purchased and paid by weight per diameter.
STEP 022. Unit weight of rebar
The weight of a bar comes directly from steel density (7,850 kg/m³):
- Metric: weight (kg/m) = D² / 162.2, where D is the bar diameter in mm.
- Imperial: weight (lb/ft) = D² / 533 with D in mm, or the traditional #bar² × 0.0417 using bar numbers.
| Bar | kg/m | Bar | kg/m |
|---|---|---|---|
| Ø10 (#3) | 0.617 | Ø20 | 2.466 |
| Ø12 (#4) | 0.888 | Ø25 (#8) | 3.853 |
| Ø16 (#5) | 1.578 | Ø32 | 6.313 |
A useful site check: one standard 12 m (≈40 ft) Ø16 bar weighs about 18.9 kg.
STEP 033. Cutting length: the core formula
The cutting length is not the length shown on the drawing. It is:
Cutting length = Total straight length along the bar + hook allowances − bend deductions
Bend deductions
When steel is bent, the outside stretches and the inside compresses. Measured along the outer faces, a bent bar appears longer than it really is, so a deduction is made at every bend:
| Bend angle | Deduction |
|---|---|
| 45° | 1d |
| 90° | 2d |
| 135° | 3d |
| 180° | 4d |
(d = bar diameter). These are the practical site values used in most schedules.
Hook allowances
- Standard 180° hook: 9d added per hook (commonly used for plain bars and tension ends).
- 90° bend at end: 12d extension is typical for ACI detailing.
- Seismic 135° stirrup hook: 10d or 75 mm, whichever is greater (6d minimum under ACI 318 for ties, but seismic detailing in Pakistan normally follows the 10d/75 mm rule from the Building Code of Pakistan seismic provisions).
Worked example: rectangular stirrup
Beam 230 × 450 mm, clear cover 25 mm, Ø10 stirrups with two 135° hooks.
- Inner dimensions: (230 − 2×25) = 180 mm and (450 − 2×25) = 400 mm
- Perimeter: 2 × (180 + 400) = 1,160 mm
- Hooks: 2 × 10d = 2 × 100 = 200 mm
- Deductions: three 90° bends × 2d = 60 mm, two 135° bends × 3d = 60 mm
- Cutting length = 1,160 + 200 − 120 = 1,240 mm
Worked example: bent-up (crank) bar in a slab
For a 45° crank, the extra length added by the inclined portion is 0.42 × h, where h is the clear height of the crank (slab depth − top cover − bottom cover − bar diameter). With two cranks per bar, add 2 × 0.42h, then deduct the bends (four 45° bends = 4 × 1d).
STEP 044. Lap length: where most hidden quantity sits
Stock bars come in 12 m lengths, so any member longer than that needs a lap. Laps are a real quantity and must be scheduled and paid; they are also the biggest single source of disputes.
| Situation | Common practice |
|---|---|
| Tension lap (beams, slab bottom bars) | 40d–50d |
| Compression lap (columns) | 24d–30d minimum; many designers specify 40d–50d throughout for simplicity |
| ACI 318 Class B tension splice | 1.3 × development length |
| Laps in high-stress zones | Not permitted at mid-span bottom or near supports for top bars |
Good practice:
- Stagger laps so that not more than 50% of bars are lapped at one section.
- Do not lap bars larger than Ø36 mm; use mechanical couplers instead.
- Record the lap length used on the BBS, not just "as per drawing", so the measurement can be checked.
STEP 055. Development length (Ld)
Development length is the embedment needed for a bar to transfer its full stress into the concrete. In simplified ACI form for Grade 60 steel and normal concrete:
Ld ≈ (fy × ψ) / (25 × λ × √f'c) × d (for Ø19 mm and smaller, in psi units)
In practice, for Grade 60 steel and 3,000–4,000 psi concrete this works out to roughly 40d–55d for bottom bars and more for top bars (top-bar factor 1.3). Development length governs anchorages into columns, footings and walls, and it is why beam bars carry a long L-bend into the support.
STEP 066. Grade 60 vs Grade 40 in the schedule
Grade 60 (fy = 60,000 psi / 420 MPa) is the default for structural members today. Grade 40 is still used for some stirrups and minor elements. Keep them on separate lines in the BBS because they are priced differently and must not be interchanged on site. Over-strength steel (actual yield far above specified) is a design concern in seismic frames; see our article on TMT vs Grade 60 rebar for more.
STEP 077. Cutting wastage norms
Even with a perfect schedule, some loss is unavoidable.
| Condition | Realistic wastage |
|---|---|
| Optimised cutting with off-cut reuse | 2.0%–2.5% |
| Normal site with a good BBS | 2.5%–4.0% |
| No schedule, cutting from drawings | 5%–8% or more |
Ways to stay at the lower end:
- Cutting optimisation: combine marks so that one 12 m bar yields, for example, 2 × 5.6 m + 0.8 m chairs instead of a 0.8 m off-cut.
- Use off-cuts for chairs, spacers, dowels and short stirrups.
- Order by length for large pours when the supplier can cut to length.
- Reconcile monthly: steel issued − steel fixed (from the BBS) − off-cuts in stock = unexplained loss.
STEP 088. BBS for measurement and billing
For the QS, the BBS is the measurement record. A few rules keep it defensible:
- Measure the theoretical weight from the BBS (length × unit weight). Wastage is normally priced in the rate, not measured separately.
- Laps shown on the drawings are measurable; extra laps chosen by the contractor for convenience usually are not.
- Binding wire, chairs and spacers are usually deemed included in the rate unless the contract says otherwise.
- Keep the BBS revision tied to the drawing revision. A schedule based on superseded drawings is the most common reason for billing disputes.
STEP 099. From BBS to rate analysis
Once you know the weight, the rate per ton is built from:
- Steel at market price + wastage allowance (2.5%–4%)
- Binding wire (about 10 kg per ton of steel)
- Spacers and chairs
- Cutting, bending and fixing labour per ton
- Hoisting and transport
- Testing (tensile and bend tests per lot)
- Tools & plant, overhead, profit and taxes
CM PRO's free Rate Analysis Pro has a dedicated Steel Reinforcement tab that builds this exact breakdown for Grade 60 or Grade 40, lets you edit every rate, and adds the analysis to a project BOQ. The BOQ Builder Pro report then rolls steel tonnage up with cement, sand and crush across all items, so the material summary reconciles exactly with the BOQ amount.
STEP 10Key takeaways
- Cutting length = straight length + hooks − bend deductions (1d, 2d, 3d, 4d for 45°, 90°, 135°, 180°).
- Unit weight = D²/162.2 kg/m.
- Tension laps of 40d–50d and development lengths of 40d–55d are where most "missing" steel hides.
- A good BBS with off-cut reuse keeps wastage at 2.5%–4%; working without one can double it.
- Tie every BBS to a drawing revision and use it as the measurement record.
Note: values in this guide are common practice figures for general guidance. Always follow the project drawings, specifications and the governing code for your structure.
Written by
Shahzaib Mirza
CM PRO editorial team — practical guidance from planners, quantity surveyors and site engineers working on live projects.
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