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Ringlock Shoring Calculator (Slab Soffit)

Slab soffit shoring: standards, ledgers both ways, vertical braces and head jacks, in pieces and tonnes.

Also known as shoring calculation · falsework design · slab shoring

Quick answer

With the default inputs: Shoring footprint, length 24 m · Shoring footprint, width 18 m · Shoring height 6 m etc.Total ringlock weight 27.11 t

Use your own dimensions ↓

Inputs

Plan dimension along the main beam direction
The other plan dimension
Clear height to the soffit, including jacks, bearers and formwork — not the standard length
0.9, 1.2 or 1.5 for slabs; multiples of 0.3 m only
Same as above; a square grid uses least material
1.5 or 2.0 only; Table 6.2.2 is written for a 1.5 m standard lift
kN
Take the maximum within one independent frame from the shoring design; a 150 mm slab at 1.2 m spacing is about 12-15 kN
Standard lengths in stock (tick each one your depot actually has)
Unticked lengths are never used in the make-up; keep at least one. A 3.0 m standard is listed in Table A.0.1, but many depots do not stock it.

Result

Total ringlock weight
27.11t
Total length24.0m
Total width18.0m
Total height6.0m
Footprint area432m²
Frame volume2592m³
Bays, length way20bays
Bays, width way15bays
Total standards336bars
Actual standard length5.50m
Standard make-up per leg3000×1 + 2500×1
Lengths per leg2
Total standard splices336pcs
Standard weight9055kg
Ledger levels5levels
Longitudinal ledgers B-SG-12001600bars
Transverse ledgers B-SG-12001575bars
Ledger weight11430kg
Brace class, Table 6.2.2-1Every 3 bays
Braces B-XG-1200x1500 (length way)336bars
Braces B-XG-1200x1500 (width way)378bars
Vertical braces, both directions added714bars
Brace weight3727kg
Head jacks B-ST-600336pcs
Base jacks B-XT-600336pcs
Head jack projection (limit 400)350mm
Base jack projection (limit 300)0mm
Jack weight2900kg
Total component weight27112kg
In tonnes27.11t
Steel per m² of footprint62.8kg/m²
Steel per m³ of frame10.5kg/m³
Horizontal brace courses, every 6 lifts1courses
Tie courses (H above 8 m)0courses
Height-to-width ratio0.33
Total design load, back-calculated11.7kN/m²
High-risk classificationHigh-risk: method statement required
How this is worked out

Vertical braces run both ways, and that is the biggest difference between shoring and a facade scaffold. A facade scaffold braces the outer face only, per clause 6.3.5 item 3; shoring follows Table 6.2.2-1 under clause 6.2.2 and is braced in both plan directions at once. On the same 24 x 18 m frame the facade rule gives 20 brace columns while the shoring rule gives two sets of 16 x 7 and 21 x 6 — close to five times the quantity. Apply the facade method to shoring and the braces will arrive at less than half of what the site needs. Reading the class: Table 6.2.2-1 (standard type B, standard 1.5 m lift) is entered with the design axial force N and the height H. For N up to 25 kN use three-bay spacing up to 16 m, two-bay from 16 to 24 m and single-bay above 24 m; for 25 to 40 kN use two-bay up to 8 m and single-bay above; for N above 40 kN at a height above 24 m every bay must be braced. N is the maximum within one independent frame, not the average — one overloaded corner sets the class for the whole frame. Where the height exceeds 16 m the top lift is braced in every bay as well (clause 6.2.3); that lift is counted separately and must not be added on top of the normal arrangement twice. The top carries head jacks, not bases: every standard of a shoring frame takes an adjustable head jack (clause 6.2.2), with the projection above the top ledger not exceeding 650 mm, the screw exposed not more than 400 mm and at least 150 mm inserted (clause 6.2.4); the base jack screw needs at least 150 mm inserted and should not project more than 300 mm, and the bottom ledger centreline must sit within 550 mm of the base plate (clause 6.2.5). Head jack B-ST-600 weighs 4.74 kg and base jack B-XT-600 3.89 kg; they are not interchangeable. The standard length is not free to choose, and this is the easiest place to get the take-off wrong. Ledgers sit on the rosettes, so the distance from the top of the standard to the soffit can only be absorbed by the head jack and the base jack — up to 400 mm of head jack projection and 300 mm of base jack projection, 700 mm together, less roughly 150 mm for bearers, joists and sheeting. The standards must therefore total between height minus 0.85 m and height minus 0.15 m; outside that window the site cannot adjust it back. On a 6.0 m clear height the standards can only be 5.15 to 5.85 m, so they make up 5.50 m (3000 plus 2500) and the remaining 0.50 m is taken by 350 mm of head jack and no base projection. Pick the length set before you trust the make-up. On the full set that is a 3000 and a 2500, two lengths and one splice; a depot that stops at 2.5 m needs 2000 plus 2000 plus 1500, three lengths and two splices, which on the same 24 x 18 m frame adds about 170 kg and doubles the splice count. Splices must also be staggered lift by lift under clause 6.3.2, at least 500 mm apart, never gathered at one level. Count ledger levels with ceil plus one, not floor plus one. A 5.50 m standard at 1.5 m lifts carries ledgers at 0, 1.5, 3.0, 4.5 and 5.5 — five levels. Floor plus one gives four, leaving the top ledger at 4.5 m and asking the head jack to reach 1.5 m, where clause 6.2.4 allows 650 mm. That is exactly why head jacks on site bottom out with a gap still showing. Vertical braces are counted over whole lifts only, since the closing length at the top has no brace made to suit it. Three structural limits: keep the height-to-width ratio within 3, otherwise tie rigidly to an existing structure or add anti-overturning measures (clause 6.2.1); above 8 m with an existing structure adjacent, tie back every four to six lifts (clause 6.2.6); and provide a horizontal brace course every four to six standard lifts (clause 6.2.7). This tool reports horizontal brace courses and tie courses as counts only, because both are built from coupler tube rather than ringlock components — weigh them separately against the full-scaffold page. Weight basis: every figure is the sum of tabulated unit masses from Table A.0.1, never run-length times mass per metre. Keep the two intensities apart: `kg/m²` is per square metre of footprint and `kg/m³` is per cubic metre of frame; on a 5 m high frame they differ five-fold, so say which one you mean when you quote a depot or a client. Not included: bearers, joists, formwork sheeting, sole boards, coupler-tube bracing, safety netting, and the strengthening beams around access openings. High-risk classification follows MOHURD circular No. 31 of 2018: formwork support at 5 m or above, span 10 m or above, total design load 10 kN/m² or above, or line load 15 kN/m or above is high-risk and needs a specific method statement; 8 m, 18 m, 15 kN/m² or 20 kN/m or above is above-scale and requires expert review. The four conditions are alternatives, so any one escalates the job. The tool tests only two of them: height comes straight from your input, and total load is back-calculated as standards times axial force over footprint. Span and concentrated line load depend on the structural grid and the beam section, which this tool does not ask for and will not guess — so the verdict can only err on the lenient side. When it says the work is below the threshold, check the column grid and the beam line load yourself, and do not skip that check on long-span beams, transfer levels or beside pour strips. This is a material take-off, not a substitute for the shoring design or the method statement.

Next up: Ringlock Scaffold Calculator (by component) · Ringlock Beam Shoring Calculator (Under-Beam Densification)

Formula

Bays, length waynx = ceil(footprint length ÷ standard spacing)
Bays, width wayny = ceil(footprint width ÷ transom spacing)
StandardsN = (nx + 1) x (ny + 1)
Standard make-upComplete knapsack over the ticked lengths only (six stock sizes, each switchable), with total standard length constrained to [height - 0.85, height - 0.15]; the remainder is taken by head and base jacks
Ledger levelsn = ceil(actual standard length ÷ lift) + 1; the closing length needs a ledger, otherwise the head jack projection exceeds 650 mm
Longitudinal ledgersN = levels x (ny + 1) x nx, each of bay length
Transverse ledgersN = levels x (nx + 1) x ny, each of transom spacing
Brace class kFrom Table 6.2.2-1 by axial force N and height H: N up to 25 gives 3 bays up to 16 m, 2 to 24 m, 1 above; 25 to 40 kN gives 2 up to 8 m, 1 above; above 40 kN gives every bay above 24 m, 1 otherwise
Braces per lift, length way(ny + 1) x [floor(nx ÷ k) + 1]; for every bay (k=0) use (ny + 1) x nx
Braces per lift, width way(nx + 1) x [floor(ny ÷ k) + 1]; for every bay (k=0) use (nx + 1) x ny
Top lift above 16 mAbove 16 m the top lift is braced in every bay, and the normal arrangement counts only (lifts - 1)
Head jacksN = number of standards; every standard takes one
Base jacksN = number of standards
Horizontal bracingCourses = floor(lifts ÷ 6) + 1; coupler tube, excluded from ringlock weight
Structural tiesAbove 8 m, courses = floor(lifts ÷ 6) + 1
Footprint areaS = total length x total width (m x m = m²)
Frame volumeV = total length x total width x total height = footprint area x total height (m x m x m = m³)
WeightW = sum of quantity x unit mass from Table A.0.1
High-risk testHigh-risk if height >= 5 m or total load >= 10 kN/m²; expert review if height >= 8 m or load >= 15 kN/m². Span and concentrated line load are not tested here and must be checked separately
24 x 18 m slab shoring at 6 m clear height, 1.2 x 1.2 m standards, 1.5 m lifts and 15 kN per standard: 20 x 15 bays and 336 standards, made up to 5.50 m from a 3000 and a 2500, with the remaining 0.50 m taken by 350 mm of head jack and no base projection; five ledger levels giving 1,600 longitudinal and 1,575 transverse ledgers; a three-bay brace class from the table giving 336 braces along the length and 378 across, 714 in all; 336 head jacks and 336 base jacks — about 27.1 t, or 62.8 kg per m² of footprint and 10.5 kg per m³ of frame. At 6 m the work is high-risk and needs a method statement.

How to work it out

  1. Count the grid first: bays along the length are the footprint length divided by the standard spacing, rounded up, and bays across likewise; standards are (bays along + 1) x (bays across + 1). The plus one at each edge is because a full shoring frame has a row of standards on all four sides, not one fewer at the boundary.
  2. Set the standard length. This is where most take-offs go wrong. The distance from the top of the standard to the soffit can only be absorbed by the head jack and the base jack, at up to 400 mm and 300 mm respectively, less about 150 mm for bearers, joists and sheeting. The standards must therefore total between height minus 0.85 m and height minus 0.15 m. At a 6 m clear height the standards can only be 5.15 to 5.85 m, so they make up 5.50 m from a 3000 and a 2500, with 350 mm of head jack taking the rest.
  3. Ledger levels are the actual standard length divided by the lift, rounded up, plus one. A 5.50 m standard at 1.5 m lifts carries ledgers at 0, 1.5, 3.0, 4.5 and 5.5, five levels. Floor plus one gives four and leaves the top ledger at 4.5 m, asking the head jack to reach 1.5 m where the code allows 650 mm — the frame simply cannot be built that way. The closing length at the top needs a ledger to lock the standard head.
  4. Look the vertical braces up rather than guessing. Table 6.2.2-1 of JGJ/T 231-2021 (standard type B, 1.5 m standard lift) is entered with the design axial force N and the height H. For N up to 25 kN use three-bay spacing up to 16 m, two-bay from 16 to 24 m and single-bay above 24 m. For 25 to 40 kN use two-bay up to 8 m and single-bay above. Above 40 kN at a height above 24 m every bay is braced. N is the maximum within one independent frame.
  5. Braces run both ways: one plane in every row of standards along the length, one plane in every column across the width, each at the interval from the previous step. Every plane runs continuously from base to top, so the count is planes times whole lifts, with the closing length left unbraced because no brace is made for it. Above 16 m the top lift is braced in every bay, counted separately and never added on top of the normal arrangement twice.
  6. Fit one head jack and one base jack per standard and check both projections. What remains is coupler tube work: a horizontal brace course every four to six standard lifts, and a tie to the existing structure every four to six lifts above 8 m. Neither is a ringlock component, so weigh them separately.

Where it goes wrong

Material and cost

Ringlock shoring is rented by the tonne-day or square-metre-day with wide regional variation and strong dependence on hire period and whether erection is included, so no unit rate is quoted. Pin down four things when comparing quotes: charged by tonne or by area, and if by area whether it is floor area or shoring footprint; whether delivery and collection are included; the loss-and-damage rate; and whether head and base jacks are priced separately. Labour is separate, and high formwork adds the cost of the method statement and expert review.

On site

Basis

FAQ

Why does shoring need so many more braces than a facade scaffold?
Because the two rules are not the same rule. For a working scaffold, clause 6.3.5 item 3 of JGJ/T 231-2021 requires vertical braces continuous from base to top between adjacent standards on the outer face only — the other face is the building, so it needs none. For shoring, clause 6.2.2 refers to Table 6.2.2-1 and the braces run in both plan directions, so every row and every column of standards gets a braced plane, only at a wider spacing. On the same 24 x 18 m frame, the facade rule gives 20 columns x 16 lifts = 320 braces, while the shoring rule gives 16 x 7 plus 21 x 6 = 238 braced planes x 3 lifts = 714. That is 2.2 times as many, and single-bay spacing widens the gap further. This quantity is what makes the frame geometrically stable, so it is not something to eyeball.
Where does the design axial force N in Table 6.2.2 come from if I have no calculation?
N is the maximum axial force in any standard within one independent frame, taken from the shoring design. Without one, estimate from tributary area: N is roughly tributary area times the design load on the slab. At 1.2 x 1.2 m spacing on a 150 mm slab, with formwork and construction load at normal values, the design load is about 8 to 10 kN/m², so N lands at 11 to 14 kN and the frame sits in the up-to-25 kN band. That is an estimate, not a calculation: standards under beams, beside pour strips and at lift openings carry far more than the average, and those are exactly where failures start. So classify at 25 kN first, then re-run with the real N once the design arrives — crossing either boundary at 25 or 40 kN moves the frame up a whole brace class.
Is the horizontal bracing in clause 6.2.7 a ringlock component? Should it be in the tonnage?
No, and this tool excludes it from the tonnage. Clause 6.2.7 requires a horizontal brace course every four to six standard lifts and refers explicitly to the steel-tube bracing provisions of JGJ 130, the coupler scaffold code — that is ordinary tube and couplers, not a ringlock horizontal brace. So the tool reports the number of courses so you know how many levels to brace, and the tube and couplers have to be taken off separately on the full-scaffold page. This is easy to miss: a ringlock quotation contains no such item, and the shortfall surfaces on site when the frame is up. Above 8 m the ties to the existing structure under clause 6.2.6 are likewise tube and couplers.
Is it 5 m or 8 m that triggers expert review?
Five metres makes it high-risk; eight metres makes it above-scale. Both need a specific method statement, and the 8 m case also needs expert review. Under MOHURD circular No. 31 of 2018, annex 1 item 2 lists height 5 m or above, span 10 m or above, total design load 10 kN/m² or above, or line load 15 kN/m or above as high-risk; annex 2 item 2 lists 8 m, 18 m, 15 kN/m² and 20 kN/m or above as above-scale. The four conditions are alternatives, so any one is enough. Note also that a frame taller than its own plan width, standing free with no ties to an existing structure, is high-risk regardless of height. Since standards and ledgers only come in fixed sizes, what you actually tune is the density of the layout, not the size of the members.
Why can the lift only be 1.5 or 2.0 m when our method statement says 1.8 m?
Because vertical braces are fixed-length components made only in 1500 and 2000 mm rises — the whole B-XG series in Table A.0.1 is ×1500 or ×2000. At a 1.8 m lift there is no brace that fits, and the only fallback on site is coupler tube, which clause 6.1.4 rules out for vertical bracing on scaffolds and which clause 6.2.2 rules out for shoring by directing you to the dedicated brace table. A ringlock shoring statement quoting a 1.8 m lift is either written for a different system, such as cuplock or coupler scaffold, or copied from another project. To genuinely use 1.8 m you would have to drop the ringlock braces and brace with coupler tube, at which point it is no longer a ringlock scheme. That is why this tool refuses the input rather than producing a list of B-XG-1800 that nobody can supply.

Cite this page

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

Building Calculator. Ringlock Shoring Calculator (Slab Soffit). 2026-10-25. https://jianzhujisuan.com/en/ringlock-shoring

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.