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Column Formwork Calculator

Column form pressure (ACI 347) = Cw·Cc·(150 + 9000R/T) psf, at least 600·Cw psf and never more than full liquid head w·h. Columns are often poured fast, so the cap usually governs: a 3.5 m column filled at 6 m/h is designed for full hydrostatic pressure, 82.4 kPa at the base.

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Column formworkSection400 mm600 mmElevation3.5 mclamps @ 450 mmmyconstructioncalculator.comNot to scale
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Results

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Facing sheets required
3sheets, 10% waste incl.
Contact area7.0 m²
Clamp / yoke sets9 sets
Concrete volume0.84 m³
Peak lateral pressure on formwork
82.4 kPa
100% of full hydrostatic pressure at this height: full liquid head w·h governs.
Price This optional: add your own prices

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Working
  1. Cw = 1.000 (from density); Cc = 1.0; R = 19.69 ft/h; T = 68 °F
  2. ACI 347: p = Cw·Cc·(150 + 9000R/T) = 131.9 kPa
  3. Limits: minimum 600·Cw psf; maximum w·h = 82.4 kPa
  4. Design pressure = 82.4 kPa, reached 3.50 m below the top of the pour
  5. Contact area = 2 × (W + D) × H × n = 2 × (0.40 + 0.60) × 3.50 × 1 = 7.0 m²
  6. Clamp sets = (⌈H ÷ 450⌉ + 1) × 1 = 9
  7. Clamps at the base carry the highest pressure (82.4 kPa); many suppliers close up clamp spacing in the bottom third.

Results are estimates for planning and material ordering only. They are not a substitute for structural design or approval by a qualified engineer. Read the full disclaimer.

Formulas

Pressure (ACI 347R-14):  p = Cw · Cc · (150 + 9000 R / T)   psf
Limits:                  600 · Cw ≤ p ≤ w · h
Contact area:            2 × (W + D) × H × n     (circular: π × D × H × n)
Clamp sets:              (⌈H ÷ spacing⌉ + 1) × n

Worked example

A 400 × 600 mm column, 3.5 m high, filled at 6 m/h with normal concrete at 20 °C:

  1. R = 6 m/h = 19.7 ft/h; T = 68 °F
  2. Equation: 150 + 9000 × 19.7 ÷ 68 = 2,756 psf = 131.9 kPa
  3. Full liquid head: 2,400 kg/m³ × 9.81 × 3.5 m = 82.4 kPa: lower, so it governs
  4. Design pressure = 82.4 kPa at the base
  5. Contact area = 2 × (0.4 + 0.6) × 3.5 = 7.0 m² → 3 sheets of 1220 × 2440 with 10% waste
  6. Clamps at 450 mm = ⌈3.5 ÷ 0.45⌉ + 1 = 9 sets

When does the equation govern? (normal concrete, 20 °C)

Column height Full liquid head Rate where the equation drops below it
3 m 70.6 kPa about 3.0 m/h
4 m 94.1 kPa about 4.2 m/h
5 m 117.7 kPa about 5.3 m/h

Pour faster than these rates and the form sees full liquid head at the base. The 600·Cw psf (28.7 kPa) minimum still applies to slow pours.

Assumptions and limits

  • Placement from the top with normal internal vibration.
  • Clamp count assumes even spacing with a clamp at the base and the top. Your supplier’s layout governs.
  • Circular forms (tubes or steel shutters) report the form length, not plywood sheets.
  • Not a formwork design: the capacity of the plywood, clamps and bracing must be checked separately.

Frequently Asked Questions

What is the pressure on column formwork?

ACI 347R-14 gives Cw·Cc·(150 + 9000R/T) psf for columns, with R the rate of rise in ft/h and T the concrete temperature in °F. It must be at least 600·Cw psf and is never more than the full liquid head, density × height.

Why is my column result 100% hydrostatic?

Columns hold a small volume, so they fill quickly. When the rate is high the equation gives more than density × height, and the full liquid head becomes the design pressure. That is normal for columns.

What counts as a column under ACI 347?

A vertical element with no plan dimension greater than 6.5 ft (2 m). Anything wider is treated as a wall.

How far apart should column clamps be?

That depends on the clamp or yoke capacity, the plywood and the pressure, so take it from the formwork supplier's tables or a formwork design. Spacing is usually closer near the base, where pressure is highest.

References

  • ACI 347R-14 Guide to Formwork for Concrete, §4.2.2 columns
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