The purpose
What does this calculator estimate?
Instant volume for oval pools in gallons, liters & cubic feet — enter the long and short axes.
Volume & Capacity · A3
Instant volume for oval pools in gallons, liters & cubic feet — enter the long and short axes.
Useful forVolume & CapacityPlanningComparisonVerification
Live calculation
✓ Checked May 2026
Enter the long axis (length), short axis (width), and depths.
Calculated result
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Enter the required values to calculate.
Enter the known values. Let the engine handle the calculation.
Planning estimate only. Confirm product labels, equipment specifications, qualified-professional advice and local requirements before acting.
The result, explained
Instant volume for oval pools in gallons, liters & cubic feet — enter the long and short axes.
The purpose
Instant volume for oval pools in gallons, liters & cubic feet — enter the long and short axes.
The tool
The method
The relationship
Volume = π × (Length ÷ 2) × (Width ÷ 2) × Avg. Depth × 7.48
An oval is an ellipse: area = π × semi-major × semi-minor axis | ×7.48 converts ft³ → US gallonsWorked through
| Pool size (L × W) | Surface area | Volume (US gal) | Volume (litres) | Water weight | Fill time @ 9 GPM |
|---|---|---|---|---|---|
| 10 × 20 ft | 157 ft² | 5,287 | 20,016 | 22.0 tons | ~10 hrs |
| 12 × 24 ft | 226 ft² | 7,614 | 28,824 | 31.7 tons | ~14 hrs |
| 15 × 30 ft | 354 ft² | 11,896 | 45,032 | 49.6 tons | ~22 hrs |
| 16 × 32 ft | 402 ft² | 13,536 | 51,237 | 56.4 tons | ~25 hrs |
| 18 × 36 ft | 509 ft² | 17,131 | 64,841 | 71.4 tons | ~32 hrs |
| 20 × 40 ft | 628 ft² | 21,149 | 80,051 | 88.2 tons | ~39 hrs |
Why it matters
Measure the long axis and short axis at the waterline through the center of the pool.
An oval holds about 21% less water than a rectangle of the same length and width — the rounded ends remove volume.
Good inputs
The boundary
Measurements, equipment specifications, site conditions and local requirements can change the practical result.
The engine reports invalid inputs and safety warnings beside the result. Resolve those messages before using the estimate.
Before acting
Common questions
A true oval (ellipse) curves continuously, while a stadium shape has two straight parallel sides capped by semicircles. The ellipse formula used here is accurate for true ovals. For stadium shapes, it underestimates volume slightly — add about 2–3% to the result.
An oval has two axes: a long one (length) and a short one (width). Unlike a circle, these are different, so the formula needs both. It treats them as the semi-major and semi-minor axes of an ellipse to find the surface area.
A 15 × 30 ft oval pool at 4.5 ft average depth holds approximately 11,896 US gallons. The oval shape holds about a fifth less than a 15 × 30 rectangle because of the curved ends.
Yes. Enter the long and short axes of the water surface and use the same value for shallow and deep depth, since most oval above-ground pools have a flat floor. The result gives you the volume for chemical dosing and fill planning.
For a genuine oval, it's accurate within 1–2%. The main source of error is measuring the axes — take them at the waterline through the true center, and round to the nearest half-foot. Don't measure across the deck or coping.
A 12 × 24 ft oval pool at 4.5 ft average depth holds approximately 7,614 US gallons (28,820 litres).
An 18 × 36 ft oval pool at 4.5 ft average depth holds approximately 17,131 US gallons — a common large oval in-ground size.
Yes. The length is the longest straight line across the water; the width is the widest line perpendicular to it. Both are measured at the waterline through the center.
Primary sources
These official references support safe planning context. Product labels, local requirements and qualified-professional advice take priority over a general calculator estimate.