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The fresh concrete's unit weight.
150 pcf is typical for normal-weight concrete. It sets the unit-weight coefficient Cw in the ACI 347R formula and the full hydrostatic ceiling the result can never exceed. On a wall the ceiling is rarely what governs — the rate of placement usually keeps the pressure well below it — so the unit weight acts mainly through Cw and moves the answer far less than the pour rate does. It still governs at the bottom of a deep lift poured quickly.
How fast the concrete surface rises at this form location, in feet per hour.
This is the vertical rate of rise of fresh concrete at the specific form location being checked, not the total pour volume rate. The ACI 347R Eq. 2.4 formula used here is valid up to R = 15 ft/hr.
The temperature of the fresh concrete at placement, in °F.
Colder concrete sets more slowly and pushes harder, because the temperature term sits in the denominator. A wall feels this more than a column does: a wall is filled in lifts over a longer period, so the concrete low in the form has real time to stiffen and carry its own weight — and that is exactly the mechanism cold weather removes. The temperature to enter is the concrete's at placement, not the air's; a mix batched warm and hauled in the cold arrives somewhere between the two.
ACI 347R Table 2.2 chemistry coefficient for the cement/admixture combination used.
Retarders and high slag or fly-ash contents keep the mix liquid for longer, so it stays hydrostatic further up the form — hence the higher coefficient. On a wall the usual reason for a retarder is to hold the previous lift live so the next one knits into it without a cold joint, which is the same thing as preventing the lower concrete from stiffening and taking its own load. The tie and waler layout has to be designed for the retarded pressure, not the plain-cement one.
The total vertical height of the wall being poured.
Used only to compute the full hydrostatic pressure ceiling (unit weight × total height) that the rate-of-placement formula's result can never exceed.
Maximum lateral formwork pressure
970 psf
Wall pressure is rate-limited rather than height-limited. Because a wall is filled over a long period, the concrete at the base normally stiffens before the top arrives, and the pressure envelope caps out well below full hydrostatic.
- Unit weight coefficient Cw
- 1 (dimensionless)
- Full hydrostatic ceiling
- 1,500 psf
They open the calculator with your figures already in it
ACI 347 Wall Formwork Rate-of-Placement Pressure Calculator: 970 psf — shown in imperial, US market. The link sets both, so the result they see is the one on your screen.
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How this was calculated
Formula source(s)
- ACI 347R-14(21) Guide to Formwork for Concrete, Section 2.2.2, Eq. 2.4 (used across its full 0-15 ft/hr rate range as a single conservative envelope formula, since Eq. 2.3 and 2.4 are continuous and equal at R=7 ft/hr and Eq. 2.4 is always ≥ Eq. 2.3 below that): Pmax = Cw×Cc×[150 + 43400/T + 2800R/T] psf, with a floor of 600×Cw psf and a ceiling of full hydrostatic pressure (w×h). Cw (unit weight coefficient, Table 2.1) = 1.0 for 140-150 pcf concrete. Cc (chemistry coefficient, Table 2.2) = 1.0 for ordinary Type I/II/III cement with no retarder, rising to 1.2-1.4 for retarders or high slag/fly-ash content. This formula ONLY applies when slump ≤ 7 in, placement uses normal internal vibration to a depth ≤4ft, and R≤15 ft/hr — this is DISTINCT from this site's existing SCC formwork pressure calculator, which correctly uses full hydrostatic pressure (ACI 347R Eq. 2.1a) for self-consolidating concrete, since SCC and high-slump/retarded mixes fall outside this reduced formula's applicability and ACI 347R itself directs using full hydrostatic pressure for those cases.
Inputs used
- Concrete Unit Weight
- 150 pcf
- Rate of Placement R (ft/hr, Vertical Rise at This Form Location, Max 15)
- 5
- Concrete Temperature
- 69.98 °F
- Cement/Admixture Coefficient Cc (1.0 = Ordinary Cement No Retarder; 1.2 = With Retarder OR High Slag/Fly-Ash No Retarder; 1.4 = High Slag/Fly-Ash WITH Retarder)
- 1.0 — Ordinary Cement, No Retarder
- Total Wall Pour Height
- 10 ft
Intermediate steps
- Unit weight coefficient Cw
- 1 (dimensionless)
- Full hydrostatic ceiling
- 1,500 psf
Confidence note: Wall pressure is rate-limited rather than height-limited. Because a wall is filled over a long period, the concrete at the base normally stiffens before the top arrives, and the pressure envelope caps out well below full hydrostatic.
What this calculation does not cover
- The rate-based reduction depends on the concrete stiffening as expected. Retarders, cold weather and high cement replacement all delay that and raise the pressure.
- Excludes wind load on the form face, which on a tall free-standing wall form can govern the bracing even though it does not affect the ties.
- Does not address the uplift and lateral load at a construction joint, or the loads from the placing equipment resting on or against the form.
Add the equipment this sizes
This result is a specification — 970 psf — not a quantity. Put the thing it sizes into your project: how many, what you call it, and your supplier’s price.
Computed in your browser — nothing you enter is uploaded. Presented in US customary units and US trade terminology. Where a formula follows a published standard, that standard and its edition are cited beside it on this page; where none governs, the page says so. Local amendments override model codes — verify against the code in force where you build.
Sources checked 2026-09-06 · in the site-wide review of 2026-09-06 · v1.2.1
Regulatory standards & verification citations1
- ACI 347R-14(21) Guide to Formwork for Concrete, Section 2.2.2, Eq. 2.4 (used across its full 0-15 ft/hr rate range as a single conservative envelope formula, since Eq. 2.3 and 2.4 are continuous and equal at R=7 ft/hr and Eq. 2.4 is always ≥ Eq. 2.3 below that): Pmax = Cw×Cc×[150 + 43400/T + 2800R/T] psf, with a floor of 600×Cw psf and a ceiling of full hydrostatic pressure (w×h). Cw (unit weight coefficient, Table 2.1) = 1.0 for 140-150 pcf concrete. Cc (chemistry coefficient, Table 2.2) = 1.0 for ordinary Type I/II/III cement with no retarder, rising to 1.2-1.4 for retarders or high slag/fly-ash content. This formula ONLY applies when slump ≤ 7 in, placement uses normal internal vibration to a depth ≤4ft, and R≤15 ft/hr — this is DISTINCT from this site's existing SCC formwork pressure calculator, which correctly uses full hydrostatic pressure (ACI 347R Eq. 2.1a) for self-consolidating concrete, since SCC and high-slump/retarded mixes fall outside this reduced formula's applicability and ACI 347R itself directs using full hydrostatic pressure for those cases.
Which documents these citations point at
Standards referenced: ACI 347R (American Concrete Institute, United States).
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