Base Plate Design Calculator
Thicker is not the answer — check the bearing area first, then the cantilever.
Also known as base plate design · column base plate · steel column base detail
With the default inputs: Column axial load P 1500 kN · Concrete f'c 30 MPa · Steel yield Fy 250 MPa etc.Required plate thickness 24.7 mm
Use your own dimensions ↓Inputs
Result
| Concrete bearing strength | 16.57MPa |
| Required area | 90.5cm² |
| Provided area | 122.5cm² |
| Bearing pressure fp | 12.24MPa |
| Bearing utilisation | 74% |
| Cantilever m (along depth) | 32.5mm |
| Cantilever n (along flange) | 55.0mm |
| Yield-line n′ | 75.0mm |
| Governing cantilever | 75.0mm |
| Suggested thickness | 26mm |
| Bearing check | Pass |
How this is worked out
The usual mistake is fixing the plate size first and checking afterwards. The order is the other way round: divide the axial load by the concrete bearing strength to get the minimum area, add a margin of two to three bolt diameters or at least 50 mm beyond the column, then compute thickness. Concrete bearing is only phi_c 0.85 f′c, 16.6 MPa for C30, against 250 MPa of steel — a factor of 15 — so the area is always governed by the concrete and the thickness only has to spread the column load over it. The thickness formula comes from a cantilever strip, t = l sqrt(2 fp / (0.9 Fy)), where l is the largest of m, n and n′ = sqrt(d·bf)/4. That third term is the yield-line projection between the flanges and it grows as the column gets squarer — for this 300×300 column n′ is 75 mm against m 32.5 and n 55, so it actually governs the thickness. DG1 carries a reduction factor lambda no greater than 1; this tool takes lambda = 1.0, which is conservative. Note the square root: doubling the pressure raises thickness by 41%, while doubling thickness quadruples bending resistance. Bearing strength here also assumes sqrt(A2/A1) = 1, so no confinement bonus is claimed even where the pier is much larger than the plate — again conservative, and worth up to a factor of two when you do apply it. When a plate is overstressed, enlarging it to cut fp is far cheaper than thickening it — thickness buys capacity with the square of the money.
Next up: Steel Beam Span Calculator · Section Properties Calculator
Reverse: known result, work out one input
Enter a target result; the other inputs stay fixed and this one is worked out.
Formula
| Bearing strength | fp,max = φc·0.85·f'c, φc = 0.65 |
| Required area | Areq = P/fp,max |
| Bearing pressure | fp = P/(B·N) |
| Cantilever | m = (N − 0.95d)/2, n = (B − 0.8bf)/2, n′ = √(d·bf)/4 |
| Governing | l = max(m, n, n′) |
| Thickness | t = l·√(2fp/(0.9Fy)) |
Basis
The codes below are listed for comparison. This calculator returns AISC Design Guide 1 values only.
- Implemented: AISC Design Guide 1 (United States) - the values this calculator returns
- AISC Design Guide 1, §3.1 — plate thickness from the cantilever m, n and the yield-line n′
- AISC Design Guide 1, §3.1.2 — concrete bearing strength φc·Pp
- AISC 360-22, §J8 — column bases and bearing on concrete
- ACI 318-19, §22.8 — bearing strength at supports, for the concrete side
FAQ
How thick should a base plate be?
What if the plate area is too small?
Why is grout needed under a base plate?
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Building Calculator. Base Plate Design Calculator. 2026-10-25. https://jianzhujisuan.com/en/base-plate