Materials & Quantities

ACI 347 Column Formwork Pressure Calculator

Calculate the maximum lateral pressure on column formwork from ordinary (non-SCC) concrete, using the ACI 347R rate-of-placement formula.

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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 and, on a column, it usually decides the answer outright: a column is filled fast enough that the rate-of-placement figure runs past the full hydrostatic ceiling, and the ceiling is unit weight times height. A heavyweight mix raises that ceiling in direct proportion, so the same form and the same pour rate demand a stiffer yoke spacing purely because of what is in the truck.

How fast the concrete surface rises in the column form, in feet per hour.

Column forms are typically filled much faster than wall forms. ACI 347R's column equation (Eq. 2.2) has no stated upper rate limit — at high rates the full hydrostatic ceiling naturally governs the result instead.

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. On a column this matters less than it does on a wall, for a reason worth knowing: a column is normally filled in minutes, so the concrete at the base has had almost no time to stiffen whatever the temperature, and the hydrostatic ceiling tends to govern anyway. Where it bites is an early-morning pour in cold weather on a tall column that is filled slowly.

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. Columns are the place this is most often missed: a retarder is frequently added for workability in a tall narrow form with congested reinforcement, precisely so the concrete can be placed and vibrated in one lift, and the same admixture that makes the pour possible is what pushes the pressure to its hydrostatic limit. Take the coefficient from the mix actually being supplied, not from the mix originally specified.

The total vertical height of the column 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

1,440 psf

Medium confidence

Column forms are frequently filled faster than the concrete below can stiffen, so full hydrostatic pressure is a realistic design case rather than a conservative one. That is the main way columns differ from walls.

Unit weight coefficient Cw
1 (dimensionless)
Full hydrostatic ceiling
1,500 psf
Then change the inputs to see how far the answer moves.

Show calculation logic

How this was calculated

Formula source(s)

  • ACI 347R-14(21) Guide to Formwork for Concrete, Section 2.2.2, Eq. 2.2 (for forms where no plan dimension exceeds 6.5 ft/2m, i.e. columns): Pmax = Cw×Cc×[150 + 9000R/T] psf, with a floor of 600×Cw psf and a ceiling of full hydrostatic pressure (w×h) — this equation has no stated upper rate-of-placement limit in the Guide (unlike the wall equation's 15 ft/hr cap), reflecting that column forms are typically filled quickly enough that the full-hydrostatic ceiling governs naturally at high rates. Cw and Cc coefficients are identical to and defined the same way as this site's companion wall formwork pressure calculator. This formula ONLY applies when slump ≤7in and normal internal vibration to ≤4ft depth is used — SCC and high-slump/retarded mixes must use this site's full-hydrostatic SCC formwork pressure calculator instead.

Inputs used

Concrete Unit Weight
150 pcf
Rate of Placement R (ft/hr)
10
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 Column Pour Height
10 ft

Intermediate steps

Unit weight coefficient Cw
1 (dimensionless)
Full hydrostatic ceiling
1,500 psf
Final result1,436.08 psf

Confidence note: Column forms are frequently filled faster than the concrete below can stiffen, so full hydrostatic pressure is a realistic design case rather than a conservative one. That is the main way columns differ from walls.

What this calculation does not cover

  • Assumes the concrete behaves as a fluid to the depth given. Where the pour rate is slow enough for the lower concrete to stiffen, the pressure envelope is lower — but relying on that requires knowing the rate and the temperature.
  • Excludes the lateral loads from placing, from vibration and from wind on the form, all of which act alongside the concrete pressure.
  • Retarding admixtures, low temperature and high slump all extend the time the concrete stays fluid and therefore raise the pressure that develops.

Add the equipment this sizes

This result is a specification — 1,440 psf — not a quantity. Put the thing it sizes into your project: how many, what you call it, and your supplier’s price.

10 ft
Schematic, drawn to the proportions you entered — not to scale on screen.

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
  1. ACI 347R-14(21) Guide to Formwork for Concrete, Section 2.2.2, Eq. 2.2 (for forms where no plan dimension exceeds 6.5 ft/2m, i.e. columns): Pmax = Cw×Cc×[150 + 9000R/T] psf, with a floor of 600×Cw psf and a ceiling of full hydrostatic pressure (w×h) — this equation has no stated upper rate-of-placement limit in the Guide (unlike the wall equation's 15 ft/hr cap), reflecting that column forms are typically filled quickly enough that the full-hydrostatic ceiling governs naturally at high rates. Cw and Cc coefficients are identical to and defined the same way as this site's companion wall formwork pressure calculator. This formula ONLY applies when slump ≤7in and normal internal vibration to ≤4ft depth is used — SCC and high-slump/retarded mixes must use this site's full-hydrostatic SCC formwork pressure calculator instead.

Which documents these citations point at

Standards referenced: ACI 347R (American Concrete Institute, United States).

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Your workspace

Most jobs need more than one number. Add the calculators you need next and they open right here, underneath this one — your figures stay on screen and nothing is lost to a page change.

Now that you have the number

These guides cover the work this quantity is for — the first ones run this calculator inside the section that raises the question.

Called something else where you work? Formwork and shuttering — the term in each market, how close the equivalence really is, and the standard that governs it.

Still deciding? SCC vs Conventional Formwork Pressure — the factors that actually differ, with no invented prices.

How to calculate ACI 347 column formwork pressure in 6 steps

  1. Concrete Unit WeightThe fresh concrete's unit weight.
  2. Rate of Placement R (ft/hr)How fast the concrete surface rises in the column form, in feet per hour.
  3. Concrete TemperatureThe temperature of the fresh concrete at placement, in °F.
  4. 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)ACI 347R Table 2.2 chemistry coefficient for the cement/admixture combination used.
  5. Total Column Pour HeightThe total vertical height of the column being poured.
  6. Maximum lateral formwork pressureThe tool computes the maximum lateral formwork pressure from those figures and shows the formula, its sources, and a confidence rating alongside it.

Maximum lateral formwork pressure by concrete unit weight

Page defaults, not your figures above.

Concrete Unit WeightMaximum lateral formwork pressure (psf)
120 pcf1,181
140 pcf1,378
160 pcf1,575
180 pcf1,772
200 pcf1,969

Frequently asked questions

Why do columns see higher pressure than walls?
Because of pour rate. A column is a small plan area filled in minutes, so the concrete at the bottom is still fluid when the top arrives — the full height acts hydrostatically. A wall of the same height is filled over a much longer period, and its lower concrete stiffens and starts carrying itself before the pour finishes. The geometry is the same; the timing is not.
Does a slower pour reduce the pressure?
Yes, and it is the most effective control available. Pressure depends on how much of the concrete is still fluid, so slowing the rate lets the lower lifts stiffen and cap the pressure envelope well below hydrostatic. It costs programme time, and on a tall column it is often cheaper than the formwork needed to resist a full hydrostatic head.
What makes the concrete stay fluid longer?
Cold weather, retarding admixtures, high slump, and high cement replacement with GGBS or fly ash. Every one of these extends the working time, which is usually the intention — and every one raises the formwork pressure as a side effect. A mix changed for placeability without telling the formwork designer is a recognised route to a blowout.
Does vibration increase the pressure?
Yes. Vibrating re-liquefies concrete that had begun to stiffen, undoing the pressure relief that time was providing, and deep immersion of the poker does it several lifts down. Formwork design assumes normal internal vibration; prolonged or excessively deep vibration takes the pressure back toward hydrostatic.
When does a form count as a column?
In ACI 347R's terms, when no plan dimension exceeds 6.5 ft (2 m). A vertical element with one side longer than that is a wall, and the wall equations apply instead, changing with the rate of placement and the depth of the pour. A blade pier 400 mm by 2.4 m (16 in by 8 ft) is a wall by that definition however it is drawn on the structural plans.
Is there a lowest pressure the formula will give?
Yes. The column equation is never taken below 600 × Cw psf — 600 psf, about 28.7 kPa, for normal-weight concrete — however slow the pour or warm the day, and never above the full hydrostatic pressure of the height placed. A result on that floor means the formula gave less for the rate and temperature entered, and the floor, not the formula, is the design pressure.
Preliminary estimate, not certified engineering. This tool produces an indicative quantity calculation for planning purposes only — it is not a certified structural analysis, a guaranteed material takeoff, or a substitute for building department approval. Always verify measurements on-site and have a licensed contractor or structural engineer review any load-bearing, code-sensitive, or safety-critical work before purchasing materials or starting construction. Spotted an arithmetic or standards error? Report it to contact@craftquantities.com with your inputs — a confirmed fix gets a permanent check of its own, so the same mistake cannot come back.