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Stirrup Length and Count Calculator

Stirrup length, count and weight with the 11.9d seismic hook allowance.

Quick answer

With the default inputs: Section width 300 · Section depth 600 · Concrete cover 25 etc.Length per stirrup 1790 mm

Edit the inputs below to recalculate.
Section width mmSection depth mmConcrete cover mmStirrup spacing mm
b and h are the member section; the stirrup's outside size adds twice the cover, and each 135° hook adds another 11.9d.

Inputs

Result

Length per stirrup
1790mm
Outer width250mm
Outer depth550mm
Outer perimeter1600mm
Weight per stirrup0.707kg
Number of stirrups31bars
Total length55.5m
Total weight21.9kg
Weight per metre3.65kg/m

Assumes 135° hooks at both ends, 11.9d each. Confinement zones use closer spacing and are not modelled here; the actual schedule must separate confined and non-confined lengths by seismic class.

Formula

Outer dimensionsb' = b − 2c, h' = h − 2c
PerimeterU = 2 × (b' + h')
Length per stirrupL = U + 2 × 11.9d (seismic 135° hooks)
Countn = floor(member length ÷ spacing) + 1
Unit weight0.00617 × d² kg/m
A 300 × 600 beam with 25 mm cover, Φ8 stirrups at 200 mm over 6000 mm: 1600 mm perimeter, 1790 mm per stirrup, 31 stirrups, 55.5 m total and 21.9 kg.

How to work it out

  1. Work out the inside dimensions: b' = b − 2c and h' = h − 2c, where c is the cover.
  2. Perimeter U = 2 × (b' + h'). This is the simplified inside-dimension convention that matches site cutting.
  3. Add hooks: a seismic 135° hook adds 11.9d each (10d straight tail plus the bend), so 2 × 11.9d in total.
  4. Bar length L = U + 2 × 11.9d, with the tail not less than 10d and not less than 75 mm.
  5. Count n = ⌊length ÷ spacing⌋ + 1, measuring the confined zones separately at their closer spacing.

Where it goes wrong

Material and cost

Stirrups are 15-25% of the steel in a frame, second only to main bars. Φ8 is about 1.6 per metre; a 300×600 beam at six stirrups per metre of 1.9 m is roughly 18 per metre of beam.

On site

Basis

FAQ

Where does 11.9d come from?
The developed length of a 135° hook is a 10d straight tail plus the arc around a 2.5d bend, less the bend deduction — 11.9d in total. The 10d tail is mandatory in seismic detailing; non-seismic work uses 5d, hence the 5.5d figure. Short hooks are a classic earthquake failure.
How do confined and non-confined zones differ?
They are calculated separately. Beam confinement extends 2h and at least 500 mm for class I, at min(h/4, 8d, 100 mm) spacing, with non-confined spacing typically double. Column confinement takes the greater of clear height/6, the long section dimension and 500 mm. This calculator uses one spacing throughout.
Can stirrup diameter be chosen freely?
No. The code requires at least d/4 of the largest longitudinal bar and not less than 6 mm, and 8 mm where the beam is wider than 800 mm, plus a minimum shear reinforcement ratio — seismic volumetric ratios are tabulated by axial load ratio and class. Undersized stirrups cause shear failure before flexural yield, which is brittle.

Cite this page

Use this format in reports, method statements or coursework. The link is permanent.

Building Calculator. Stirrup Length and Count Calculator. 2026-10-25. https://jianzhujisuan.com/en/rebar-stirrup

Results are estimating aids only and are not a design basis. Construction and final accounts must follow the drawings, the applicable standards and an approved method statement. Anything affecting structural safety, shoring or falsework must be checked by a suitably qualified engineer.