Pool Volume Calculators
Choose the shape that best matches the pool.
Calculate rectangular or square pool capacity in gallons, liters, and cubic feet.
Actual water capacity may vary due to steps, benches, slopes, rounded corners, and the normal waterline.
Water weight only, not total structural load.
Use this as a circulation estimate. Pump sizing also depends on plumbing, filters, and total dynamic head.
Quick estimates use the calculated pool volume and common planning formulas. Follow the product label, circulate, and re-test before adding more.
Use actual water depth or a representative average depth, not the full wall or shell height.
Curved or irregular shapes remain planning estimates unless the geometry is measured in more detail.
Steps, benches, or tanning ledges that materially change pool volume should be accounted for separately.
The rectangular pool volume calculator models your pool as a rectangular prism — length × width × average depth — and converts the resulting cubic footage into US gallons using the factor 7.48052. For this formula to produce a close estimate, the real pool footprint should be a true rectangle (or square) with vertical or near-vertical walls.
Enter the interior water-holding dimensions, not the outer shell or coping measurements. Use actual water depth from the surface to the floor rather than the total wall height. If the pool has a sloped bottom, enter the average of the shallow-end and deep-end depths; for a flat bottom, enter the single constant depth. For step-by-step arithmetic and worked examples, see how to calculate pool volume manually.
Built-in entry stairs, attached spas, benches, and tanning ledges displace water that the flat-floor model does not subtract. If those features cover a significant portion of the pool floor, the calculated volume will be an upper-bound estimate. To understand how calculated cubic feet translate across liquid capacity measures, see our guide to pool volume units and conversions.
The rectangular pool volume formula — length × width × average depth × 7.48052 — is matched to the rectangular prism geometric model. Each conversion factor (US gallons, UK gallons, litres, cubic metres, and cubic feet) is cross-checked against NIST-referenced values to ensure unit consistency across all output panels.
Deterministic quality-assurance checks validate that the implemented code returns the expected numeric result for known rectangular-pool inputs, including both average-depth and shallow-to-deep entry modes. Verification confirms internal math consistency, not a guarantee that your specific pool matches a perfect rectangular prism.
Three example rectangular pool sizes compared side by side, all at 5 ft average depth.
Top-down view showing relative pool sizes to scale — all at 5 ft average depth
Multiply length, width, and average depth in feet. The factor 7.48 converts cubic feet to US gallons.
The calculator uses 7.48052 US gallons per cubic foot (displayed as 7.48 in formulas). Some quick-reference guides round this factor to 7.5.
Use the standard rectangular pool volume formula to determine how many gallons of water your pool holds. This applies to every rectangular and square pool size.
Every rectangle pool volume calculation starts with three measurements: Length, Width, and Average Depth. Multiply them together to get the cubic footage, then convert to gallons using the standard factor.
The multiplier 7.48 converts cubic feet to US gallons. Some quick-reference formulas round the conversion factor to 7.5, while this calculator uses 7.48052 US gallons per cubic foot.
A 20 ft × 40 ft pool with an average depth of 5 ft:
20 × 40 × 5 = 4,000 ft³ → 4,000 × 7.48 =
Most rectangle pools slope from a shallow end to a deep end. Knowing how to measure and average your pool depth is essential for an accurate pool volume calculation.
To find the average depth of a rectangular pool with a slope, measure the water depth at the shallow end and the deep end, then use this formula:
For a pool with a 3 ft shallow end and a 7 ft deep end, the average depth is (3 + 7) ÷ 2 = 5 ft. This average is used in the volume formula to account for the slope of the pool floor.
If your pool has a more complex floor shape — such as a hopper bottom or multiple depth zones — measure at several points along the length and average all readings for a more accurate result.
Quick reference table for example rectangular pool sizes. All volumes are calculated using a 5 ft average depth.
Swipe horizontally to view all columns
| Pool Size (ft) | Average Depth | US Gallons | Litres | Cubic Feet (ft³) |
|---|---|---|---|---|
| 9 × 18 | 5 ft | 6,059 | 22,937 | 810 |
| 12 × 24 | 5 ft | 10,772 | 40,776 | 1,440 |
| 16 × 32 | 5 ft | 19,150 | 72,491 | 2,560 |
| 18 × 36 | 5 ft | 24,237 | 91,747 | 3,240 |
| 20 × 40 | 5 ft | 29,922 | 113,267 | 4,000 |
| 30 × 15 | 5 ft | 16,831 | 63,713 | 2,250 |
| 32 × 16 | 5 ft | 19,150 | 72,491 | 2,560 |
* Volumes calculated using the formula: Length × Width × 5 × 7.48. Actual volumes may differ slightly based on pool construction, coping, and water level.
For pools measured in meters, use the metric conversion: 1 cubic meter = 1,000 liters. These are common metric pool sizes.
Swipe horizontally to view all columns
| Pool Size | Average Depth | Litres | US Gallons | m³ |
|---|---|---|---|---|
| 6 × 3 m | 1.5 m | 27,000 | 7,133 | 27.00 |
| 8 × 4 m | 1.5 m | 48,000 | 12,680 | 48.00 |
For metric pools: Volume (liters) = Length (m) × Width (m) × Depth (m) × 1,000
An 8 × 4 m pool at 1.5 m depth: 8 × 4 × 1.5 = 48 m³ × 1,000 =
* To convert liters to US gallons, divide by 3.785. To convert cubic meters to cubic feet, multiply by 35.315.
Use the main pool volume result with specialized calculators for water care, pumps, heaters, decks, covers, and pool capacity planning.
Choose the shape that best matches the pool.
Use these for specific layouts and planning cases.
Turn volume and surface area into practical next steps.
Use your calculated pool volume for dosing estimates.
Common questions about calculating pool water volume.
A 16 × 32 ft Rectangular Pool at 5 ft average depth holds approximately 19,150 US gallons (72,491 litres).
The standard Rectangular Pool formula is Volume (US gallons) = Pool Length x Pool Width x Average Depth x 7.48. Use actual water depth for flat floors and average depth for sloped floors before converting the result.
Measure the inside water length, inside water width, and actual water depth. If the floor slopes, average the shallow and deep measurements before calculating gallons.
Multiply US gallons by 3.785 to convert to litres. A 16 × 32 ft Rectangular Pool with about 19,150 gallons is roughly 72,491 litres.