How much concrete is in each foot or metre of column height?
Multiply the chart value for the approved cross-section by the concrete height and number of identical columns. The result is measured geometric volume before allowance, supplier rounding, or package conversion.
A 12 in round column contains 0.785398 ft³ per foot of height. A 12 in square column contains 1.000000 ft³ per foot. At 8 ft high, those values become 6.283185 ft³ and 8.000000 ft³ for one column.

A matching area or volume does not make 2 column shapes structurally interchangeable. Current drawings and responsible design control the shape, dimensions, reinforcement, joints, materials, and construction details.
Which dimensions does the chart use?
The chart uses the clear cross-section that concrete fills. For a round column, use inside diameter. For a square column, use the clear inside side. For a rectangle, use clear inside width and depth.
| Column shape | Required dimensions | Area formula |
|---|---|---|
| Round | Inside diameter, D | π × (D ÷ 2)² |
| Square | Inside side, s | s² |
| Rectangular | Inside width, w, and depth, d | w × d |
Outside form dimensions include the material that contains the concrete. A fiber tube's labelled nominal size also needs confirmation against the current product record and approved concrete boundary.
Concrete volume per foot for round columns
Each row gives the concrete in 1 ft of column height. Multiply the unrounded value by the accepted height in feet and the count of identical columns.
| Inside diameter | ft³ per ft | yd³ per ft |
|---|---|---|
| 8 in | 0.349066 | 0.012928 |
| 10 in | 0.545415 | 0.020201 |
| 12 in | 0.785398 | 0.029089 |
| 14 in | 1.069014 | 0.039593 |
| 16 in | 1.396263 | 0.051713 |
| 18 in | 1.767146 | 0.065450 |
| 20 in | 2.181662 | 0.080802 |
| 24 in | 3.141593 | 0.116355 |
The chart retains π in the underlying calculation. Displayed values are rounded to 6 decimal places, so a schedule should calculate from the formula when accumulated rounding could affect the required precision.
Concrete volume per foot for square columns
A square section uses side × side. The table keeps the same nominal sizes as the round chart so the quantity difference remains visible.
| Inside side | ft³ per ft | yd³ per ft |
|---|---|---|
| 8 × 8 in | 0.444444 | 0.016461 |
| 10 × 10 in | 0.694444 | 0.025720 |
| 12 × 12 in | 1.000000 | 0.037037 |
| 14 × 14 in | 1.361111 | 0.050412 |
| 16 × 16 in | 1.777778 | 0.065844 |
| 18 × 18 in | 2.250000 | 0.083333 |
| 20 × 20 in | 2.777778 | 0.102881 |
| 24 × 24 in | 4.000000 | 0.148148 |
Use the Concrete Column Calculator for another size, a whole group, unit conversion, allowance separation, and whole-package planning from a current product yield.
Concrete volume per metre for round columns
Each metric row gives cubic metres and litres in 1 m of column height. The diameter uses the clear concrete dimension in millimetres.
| Inside diameter | m³ per m | L per m |
|---|---|---|
| 200 mm | 0.031416 | 31.416 |
| 250 mm | 0.049087 | 49.087 |
| 300 mm | 0.070686 | 70.686 |
| 350 mm | 0.096211 | 96.211 |
| 400 mm | 0.125664 | 125.664 |
| 450 mm | 0.159043 | 159.043 |
| 500 mm | 0.196350 | 196.350 |
| 600 mm | 0.282743 | 282.743 |
Concrete volume per metre for square columns
A square column with side s contains s² cubic metres for every metre of height when s is expressed in metres.
| Inside side | m³ per m | L per m |
|---|---|---|
| 200 × 200 mm | 0.040000 | 40.000 |
| 250 × 250 mm | 0.062500 | 62.500 |
| 300 × 300 mm | 0.090000 | 90.000 |
| 350 × 350 mm | 0.122500 | 122.500 |
| 400 × 400 mm | 0.160000 | 160.000 |
| 450 × 450 mm | 0.202500 | 202.500 |
| 500 × 500 mm | 0.250000 | 250.000 |
| 600 × 600 mm | 0.360000 | 360.000 |
How do you calculate a rectangular column from the chart method?
Multiply width by depth to obtain volume per unit height. Then multiply by the concrete height and count. Convert both cross-section dimensions to feet or metres before multiplying.
Rectangular volume = width × depth × height × count
Example: 4 columns measure 350 mm × 500 mm and 3 m high.
- Convert width and depth: 350 mm = 0.35 m; 500 mm = 0.50 m.
- Volume per metre: 0.35 × 0.50 = 0.175 m³/m.
- Volume per column: 0.175 × 3 = 0.525 m³.
- Group volume: 0.525 × 4 = 2.10 m³.
Rectangular combinations vary widely, so a short fixed table can hide the exact size the project uses. The formula gives the required per-metre or per-foot value for any verified pair.
Why do round and square columns with the same width use different volumes?
A circle occupies π ÷ 4 of the area of a square whose side equals the circle's diameter. The square therefore contains 4 ÷ π, about 1.273239545, times the concrete per unit height.
| Section | Volume per ft | Volume at 8 ft |
|---|---|---|
| 12 in round | 0.785398 ft³ | 6.283185 ft³ |
| 12 × 12 in square | 1.000000 ft³ | 8.000000 ft³ |
| Difference | 0.214602 ft³ | 1.716815 ft³ |
The comparison checks geometric quantity. Engineers select and design a column from the applicable loads, system, materials, code, analysis, detailing, fire and durability requirements, and project constraints.
How do you compare equal-area round and square sections?
Multiply a round diameter by 0.886226925 to find a square side with the same geometric area. Multiply a square side by 1.128379167 to find a round diameter with the same geometric area.
Equal-area square side = round diameter × √π ÷ 2
Equal-area round diameter = square side × 2 ÷ √π
A 400 mm round section has an area of 0.125663706 m². Its equal-area square side is 354.49077 mm. A drawing would rarely use that exact derived size, so keep the result as an arithmetic check rather than changing the scheduled dimensions.
It does not prove equal structural behavior, reinforcement fit, cover, perimeter, form pressure, finish area, connection space, or fire performance.
How do you total a mixed column schedule?
Calculate each compatible shape and size as a separate row, then add the unrounded measured volumes. Keep the mark, level, cross-section, height, count, and source revision beside every row.
| Group | Shape and size | Height × count | Measured volume |
|---|---|---|---|
| C1 | Round, 400 mm diameter | 3.00 m × 6 | 2.261947 m³ |
| C2 | Rectangular, 350 × 500 mm | 3.00 m × 4 | 2.100000 m³ |
| Combined measured volume | 4.361947 m³ | ||
The combined value equals 4,361.947 L before any documented allowance or supplier selling rule. Use the Concrete Column Quantity Takeoff to build the drawing and revision record before applying this chart.
How much can a small dimension change affect volume?
Round and square area changes with the square of the diameter or side. A 5% increase in both cross-section directions creates a 10.25% increase in volume at the same height.
| Original | Changed section | Volume change |
|---|---|---|
| 400 mm round | 420 mm round | +10.25% |
| 400 × 400 mm square | 420 × 420 mm square | +10.25% |
| 400 × 500 mm rectangle | 420 × 500 mm rectangle | +5.00% |
This check catches a common schedule error: changing a size label while leaving the old volume in place. Recalculate every affected row after a section, height, count, or boundary revision.
Where does column height start and stop?
Use the concrete boundaries stated by the current project record and adopted measurement method. A column shaft, footing, pedestal, capital, drop, beam, and slab can meet at one location, so each shared boundary needs one owner.
| Condition | Quantity treatment |
|---|---|
| Footing below the shaft | Stop the column at the accepted footing boundary and use the Concrete Footing Calculator for the footing. |
| Pedestal changes cross-section | Measure the pedestal as a separate non-overlapping solid. |
| Column meets a slab or beam | Use the joint limits required by the project record and measurement rules. |
| Capital, corbel, or drop | Calculate the approved special geometry separately. |
| Section changes between levels | Create a new row for each constant cross-section and height zone. |
RICS NRM 2 measures in-situ vertical concrete in cubic metres and includes columns within vertical work. A contract can use another framework or project rule, so record the chosen method instead of treating one publication as universal.
Can the chart be converted straight to concrete bags?
Convert measured volume to packages only after identifying the exact product and its current mixed yield. Package mass and mixed yield answer different questions.
QUIKRETE Concrete Mix No. 1101 lists approximate mixed yields for named 40 lb, 60 lb, and 80 lb packages. Those values support that product record. They do not create a universal bag conversion for every mix, package, market, or preparation method.
- Total compatible column groups in one volume unit.
- Apply a documented allowance as a visible separate step.
- Convert the planning volume to the yield unit.
- Divide by the current mixed yield and round the compatible package quotient upward once.
Use the Concrete Bags Calculator after a checked finished volume exists. Use the Ready-Mix Concrete Calculator for a delivery-based plan.
Which column shapes need another method?
Use a section-by-section calculation or approved model volume for shapes that the round, square, and rectangular formulas cannot represent.
- Tapered, flared, stepped, or twisting shafts.
- Octagonal sections or large chamfers that affect measured volume.
- Hollow columns and concrete-filled steel tubes.
- Attached columns whose overlap belongs to a wall or another element.
- Capitals, bells, corbels, brackets, and changing cross-sections.
- As-built forms with documented variation from the scheduled section.
Give each solid one owner. A special addition should include only the concrete outside an already counted parent volume.
What safety and design limits apply?
The chart calculates geometric volume. It does not assess structural capacity, stability, reinforcement, cover, concrete strength, form pressure, ties, braces, platforms, placement rate, consolidation, curing, stripping time, or construction loads.
For covered United States work, OSHA 29 CFR 1926.703 requires formwork to support anticipated vertical and lateral loads without failure and requires current formwork plans and revisions at the jobsite. The same section requires adequate support for reinforcing steel in columns and other vertical structures, and it sets conditions for form and shore removal. Apply the project safety plan, current form design, manufacturer instructions, inspection requirements, and governing law.
Common concrete column chart mistakes
- Using outside form size as the concrete cross-section.
- Entering diameter as radius.
- Applying a round row to a square or rectangular column.
- Multiplying a per-foot row by a height recorded in metres.
- Using the rounded displayed row for a large accumulated schedule.
- Combining different sizes under one count.
- Extending shaft height through a footing, pedestal, capital, slab, or beam without a defined boundary.
- Treating equal geometric area as structural equivalence.
- Hiding allowance or supplier rounding inside measured volume.
- Using package mass as finished mixed yield.
Final chart and schedule check
- Freeze the drawing, model, column schedule, and form-record revisions.
- Confirm the clear concrete shape and dimensions for each mark.
- Set the accepted base and top boundary for every shaft zone.
- Calculate or select the unrounded volume per unit height.
- Multiply by height and identical count.
- Recalculate rows affected by dimension or level changes.
- Check one round and one rectangular group from the full formula.
- Total measured volume before allowance and supplier rounding.
- Record preparer, checker, unresolved conditions, and date.
Use the Concrete Column Formwork Area guide for contact faces and reuse cycles. Return to the Concrete planning hub for related tools and guides. The calculation methodology explains units, precision, assumptions, and rounding, and the corrections route accepts a formula or source issue.
Sources and source scope
- RICS NRM 2 supports the cited in-situ vertical-work measurement context and column/formwork classifications.
- NIST Handbook 44 (2026), Appendix C supports cubic-foot, cubic-yard, litre, and cubic-metre unit relationships.
- QUIKRETE Concrete Mix No. 1101 SPEC-DATA supports the named-product yield context.
- OSHA 29 CFR 1926.703 supports the stated United States workplace boundaries.
Source scope: RICS provides one measurement framework. NIST supports unit relationships. The manufacturer record supports its named product. OSHA supports the cited United States workplace requirements. These sources do not select a column size, declare shapes structurally equivalent, design reinforcement or formwork, set an allowance, approve a package supply method, or release a concrete order.
Review note: Saleem Sial owns the research and editorial record. Formula fixtures, source checks, build validation, and rendered QA form the internal publication gate. Waseem Sial, External Reviewer and Engineer, is listed for ongoing external review; no completed review date is claimed.