Ring Beam Calculator
Enter wall length, thickness, beam height and reinforcement to get concrete, formwork and steel weights.
With the default inputs: Wall length 30 · Wall thickness 0.24 · Beam height 0.18 etc.Ring beam concrete 1.296 m³
Edit the inputs below to recalculate.Inputs
Result
| Formwork (two sides) | 10.80m² |
| Main bar length | 126.0m |
| Main bar weight | 111.9kg |
| Stirrup count | 151pcs |
| Length per stirrup | 0.783m |
| Stirrup weight | 26.3kg |
| Total steel | 138.2kg |
Stirrup length = perimeter − 8 × cover + 2 × 11.9d hooks. No soffit formwork is counted because the beam sits on the wall; add it if the beam is suspended or cast monolithically with a slab.
Reverse: known result, work out one input
Enter a target result; the other inputs stay fixed and this one is worked out.
Formula
| Concrete | V = wall length × wall thickness × beam height |
| Formwork | A = wall length × 2 × beam height |
| Stirrup count | N = ceil(length ÷ spacing) + 1 |
| Stirrup length | l = 2 × [(thickness − 2c) + (height − 2c)] + 2 × 11.9d |
| Steel weight | W = total length × 0.00617 × d² |
How to work it out
- Concrete V = wall length (total ring beam length) × thickness × beam depth.
- Formwork A = length × 2 × depth. Both sides are formed; the underside sits on the wall and is not.
- Main steel = bars × (length + anchorage) × 0.00617 × d², with anchorage by lap or la into columns.
- Stirrup count N = ⌈length ÷ spacing⌉ + 1.
- Stirrup length = 2 × [(thickness − 2c) + (depth − 2c)] + 2 × 11.9d.
Where it goes wrong
- Forming three faces — a ring beam bears on the wall top, so only two sides need formwork; three faces overstates it by 50%.
- Assuming a fixed 180 or 240 mm depth — depth is at least 120 mm and at least a quarter of the wall thickness, with the actual value from the design, typically 180-240 mm.
- Leaving ring beams broken at openings — where an opening cuts the beam, an additional beam must bridge it with at least 1 m of overlap, and that length is often missed.
Material and cost
C25 concrete about 420 per m³, formwork 55-70 per m², steel around 4,500 per tonne. A 240 wall with a 180 mm ring beam takes 0.043 m³, about 8 kg of steel and 0.36 m² of formwork per metre — roughly 75-95 per metre all in.
On site
- The ring beam must be continuous and closed; where an opening interrupts it, bridge around rather than break, since closure is what provides confinement.
- In seismic areas ring beams are mandatory at every floor of multi-storey masonry and cannot be omitted.
- Where a ring beam also acts as a lintel, reinforce it as a lintel with closer stirrups over that length.
Basis
- GB 50003-2011 Code for design of masonry structures, Section 7.1 (ring beams)
- GB 50011-2010 Code for seismic design of buildings, Section 7.3 (ring beam requirements)
- GB 50203-2011 Code for acceptance of masonry construction, Chapter 8
FAQ
Where do ring beams belong?
Why is formwork only counted on two sides?
Ring beam vs lintel — interchangeable?
Cite this page
Use this format in reports, method statements or coursework. The link is permanent.
Building Calculator. Ring Beam Calculator. 2026-10-25. https://jianzhujisuan.com/en/ring-beam