Swimming Pool Volume Calculator

Estimate the water volume of any swimming pool - rectangle, circle, oval, or kidney.

Home 4 pool shapes Imperial & metric Sloped or constant depth
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How many gallons is your pool?

Gallons · liters · m³ · weight · fill time · 4 pool shapes

Instructions — Swimming Pool Volume Calculator

1

Pick the pool shape

Rectangle, circle, oval, or kidney. Use the shape closest to the actual outline — small rounded corners on a rectangular pool only change the volume by 2–3%, so rectangle still gives a good answer.

2

Enter the dimensions

Measure to the inside of the wall, not the coping. For circles use the diameter (the calculator halves it for the radius). Switch the unit toggle between feet and meters as needed.

3

Choose constant or sloped depth

If the floor is flat, pick Constant and enter one depth. If the pool has a shallow and deep end, pick Sloped and enter both — the calculator averages them. Choose your output unit (gallons, liters, ft³, or m³) on the last toggle.

Measure water-line to floor: use the actual water depth, not the coping-to-floor height. A pool with 6 in of freeboard holds 6 in less water than the shell suggests.
Kidney W₁ vs W₂: for kidney pools, W₁ is the wide section across the broader lobe and W₂ is the narrow waist. The 0.45 multiplier is the empirical area factor pool builders use.

Formulas

Each shape has its own footprint formula, all multiplied by the average depth. Convert from ft³ to US gallons by multiplying by 7.48; to liters by 28.32.

RECTANGULAR POOL
$$ V = L \times W \times D $$
L = length, W = width, D = average depth. A 20 ft × 12 ft pool with 4.5 ft average depth holds 1,080 ft³ ≈ 8,080 US gallons.
CIRCULAR POOL
$$ V = \pi r^{2} D $$
r = radius = diameter ÷ 2. A 15 ft round pool at 4 ft deep holds π × 7.5² × 4 ≈ 707 ft³ ≈ 5,289 gal.
OVAL POOL
$$ V = \pi \times \frac{L}{2} \times \frac{W}{2} \times D $$
Same as an ellipse swept to depth D. An 18 ft × 10 ft oval at 4 ft holds π × 9 × 5 × 4 ≈ 565 ft³ ≈ 4,228 gal.
KIDNEY POOL (EMPIRICAL)
$$ V = 0.45 \times (W_{1} + W_{2}) \times L \times D $$
W₁ = wide lobe width, W₂ = narrow waist width, L = overall length. The 0.45 factor matches the kidney area to a 4-corner ellipse.
AVERAGE DEPTH (SLOPED FLOOR)
$$ D_{avg} = \frac{D_{shallow} + D_{deep}}{2} $$
Used when the floor slopes from a shallow to a deep end. Works for nearly all residential gradients; only step-floor pools need section-by-section volume.
VOLUME TO GALLONS & LITERS
$$ V_{gal} = V_{ft^{3}} \times 7.48 \quad; \quad V_{L} = V_{m^{3}} \times 1000 $$
7.4805 US gallons per ft³. 1 m³ = exactly 1,000 L = 264.17 US gal. UK (imperial) gallons differ — multiply ft³ by 6.229.

Reference

Unit conversions
FromToMultiply by
ft³US gallons7.4805
ft³liters28.3168
US gallons264.17
liters1,000
US gallonsliters3.7854
US gallonsimperial gal0.8327
1 gal waterpounds8.34
1 L waterkilograms1.00
Garden hose flow rates
Hose diameterTypical flow (GPM)Time for 15,000 gal
5/8 in (standard)9–1715–28 hr
3/4 in (heavy duty)17–2311–15 hr
1 in (commercial)30–406–8 hr
Bulk water truck~3,000 gal load5 truckloads
Quick reference: typical residential pool volumes (US gallons)
Shape & sizeAvg depthVolumeFill weight
Rectangle 12×24 ft4.5 ft~9,700 gal~81,000 lb
Rectangle 15×30 ft5.0 ft~16,800 gal~140,000 lb
Rectangle 20×40 ft5.5 ft~32,900 gal~274,000 lb
Round ⌀ 15 ft3.5 ft~4,600 gal~38,000 lb
Round ⌀ 24 ft4.0 ft~13,500 gal~113,000 lb
Oval 18×10 ft4.0 ft~4,200 gal~35,000 lb
Kidney 16 ft long4.5 ft~3,400 gal~28,000 lb
Olympic 50×25 m2.0 m~660,000 gal~5,500,000 lb

Article — Swimming Pool Volume Calculator

A standard 20 ft by 40 ft rectangular pool with an average depth of 5.5 ft holds about 32,900 US gallons — roughly 125,000 liters, or 274,000 pounds of water sitting on your backyard slab. Pool volume drives every meaningful number that follows: chlorine and pH-adjuster doses, filter cycle times, hose fill hours, water-utility bills, and the structural load the deck and earth below have to carry. Getting the volume right is the difference between a balanced pool and one that swings green every July.

This guide covers the four common pool shapes (rectangle, circle, oval, kidney), how to convert between cubic feet, gallons, and liters, why average depth works for sloped floors but section-by-section is sometimes needed, and the everyday decisions — chemical dosing, fill time, fill cost — that the volume number ultimately decides.

Why pool volume matters

Pool chemistry is dose-by-volume. Liquid chlorine, calcium hypochlorite, sodium bicarbonate, cyanuric acid — every label gives the dose in ounces per 10,000 gallons or grams per cubic meter. If you guess the volume 20% low, you under-chlorinate and the pool turns. Guess 20% high and you over-dose, irritate swimmers' eyes, and waste money.

The U.S. Centers for Disease Control's Model Aquatic Health Code recommends a free chlorine residual of 1–3 ppm for residential pools (3–5 ppm for spas). At 2 ppm in a 20,000-gallon pool that is only 0.27 lb of chlorine in suspension — less than 5 oz dissolved in 167,000 lb of water. Tiny volumes of dosing chemical correspond to large pool volumes; the dose math has to be right.

Did you know

One US gallon of water weighs 8.34 lb at 62 °F. A typical 20,000-gallon residential pool holds about 167,000 lb of water — the same mass as 40 mid-sized SUVs. That weight is what pool foundations, decks, and surrounding soil have to support without subsiding.

Pool volume formulas by shape

A rectangular pool is the simplest: length × width × depth. A 20 ft by 12 ft pool with 4.5 ft of water holds 1,080 ft³ or 8,080 gallons. Inground rectangular pools dominate U.S. residential builds; the National Association of Pool Builders' last industry survey put rectangles at roughly two-thirds of new installs.

A circular pool uses π r² D. The most common gotcha is using diameter instead of radius — halve the diameter first. A 24 ft round above-ground pool with 4 ft of water holds π × 12² × 4 = 1,810 ft³ or 13,530 gallons.

An oval pool is an ellipse: π × (L/2) × (W/2) × D, which factors to πLWD ÷ 4. Oval above-grounds are the second most common above-ground style after round, because they fit narrower yards better.

A kidney pool uses an empirical area factor: 0.45 × (W₁ + W₂) × L × D. The 0.45 multiplier matches the kidney profile to an ellipse with two unequal widths and was popularized by the National Spa and Pool Institute's design handbooks in the 1970s. Modern free-form pools with truly irregular outlines need section-by-section volume.

  • Rectangle — V = L × W × D (simplest, most accurate)
  • Circle — V = π × r² × D (use radius, not diameter)
  • Oval — V = π × (L/2) × (W/2) × D (ellipse swept to depth)
  • Kidney — V = 0.45 × (W₁ + W₂) × L × D (empirical)
  • Truly irregular — divide into rectangles and circle segments; sum the parts

Handling sloped pool depths

Few residential pools have a flat floor. Most slope from a 3–3.5 ft shallow end to a 5–8 ft deep end. For a continuous, even slope — the most common build — the average depth (shallow + deep) ÷ 2 is mathematically exact, not an approximation. A pool with a 3 ft shallow and 8 ft deep has an average depth of 5.5 ft, and volume calculated with that figure is correct to within rounding.

The average breaks down for two cases: L-shaped or split-level floors where the deep end is a step instead of a slope, and pools with a flat shallow shelf followed by an angled drop. For those, split the pool into a shallow rectangle and a deep rectangle (or a wedge), compute each separately, and sum them.

Beach-entry pools and tanning ledges shift the average

Beach entries (a long, gradual zero-depth slope from waterline) and tanning shelves (a wide shallow platform around 9–12 inches deep) reduce the effective average depth significantly. Treat them as their own sections. A 20 ft by 40 ft pool with a 6 ft wide tanning shelf along one short edge actually holds about 5–8% less water than the rectangle formula suggests.

Pool volume unit conversion

U.S. pool chemistry uses gallons. European pool chemistry uses liters and cubic meters. The conversions are exact: 1 ft³ = 7.4805 US gallons = 28.3168 liters. 1 m³ = 264.172 US gallons = 1,000 liters. 1 US gallon = 3.7854 liters.

Watch out for the imperial vs US gallon trap: a UK gallon is 4.546 L, a US gallon is 3.785 L — about 20% larger. Most pool chemical labels sold in the U.S. assume US gallons; UK labels assume imperial. Dosing the wrong type creates a 20% error.

  • Cubic feet to US gallons — multiply by 7.4805
  • Cubic feet to liters — multiply by 28.3168
  • Cubic meters to US gallons — multiply by 264.17
  • Cubic meters to liters — multiply by 1,000 (exact)
  • US to imperial gallons — multiply by 0.8327
  • Gallons to pounds of water — multiply by 8.34 (at 62 °F)

Pool fill time and water cost

A standard 5/8 inch garden hose at typical residential water pressure flows 9–17 gallons per minute — call it 10 GPM as a planning number. At 10 GPM, a 15,000-gallon pool takes 1,500 minutes, or 25 hours, of continuous flow. A 30,000-gallon pool takes about 50 hours. Two hoses in parallel halve the time.

Bulk delivery is usually cheaper and far faster. U.S. water trucks carry 3,000–5,000 gallons per load and discharge in under an hour. The U.S. Environmental Protection Agency's WaterSense program reports average residential water rates of $4–$10 per 1,000 gallons depending on region; municipal sewer charges on top often double the effective rate for a one-time fill. Bulk truck pricing was $250–$450 per 5,000-gallon load in most metros as of 2024.

Did you know

Many U.S. utilities will exempt a one-time pool fill from sewer charges if you request it in advance — the water never enters the sewer system. The savings can run $50–$150 on a 20,000-gallon fill. Call the utility before filling and ask about a "pool fill credit" or "deduct meter".

Common pool-volume mistakes

Measuring shell dimensions instead of water surface

The pool shell is taller than the water column. Coping, tile band, and freeboard typically eat 4–8 inches of the wall. Measure from waterline to floor, not coping to floor. An 8 inch over-measurement on a 20 by 40 ft pool overstates volume by about 800 gallons.

Confusing diameter with radius on round pools

The π r² formula uses radius (half the diameter). Plugging diameter in by mistake quadruples the answer. A 24 ft round pool's correct volume is π × 12² × D — not π × 24² × D. This is the single most common error in pool-volume math.

Forgetting to convert ft³ to gallons

Length × width × depth in feet gives cubic feet, not gallons. Multiply by 7.48 to get US gallons. A 20 by 12 by 4.5 ft pool is 1,080 ft³ — not 1,080 gallons. The correct gallon figure is 8,080.

Using imperial gallons with US chemical doses

A UK gallon is 4.546 L; a US gallon is 3.785 L. UK pool owners reading a US chemical label and treating the dose as imperial gallons under-dose by 20%. Always check which gallon the label assumes.

FAQ

A typical residential inground rectangle (15 ft × 30 ft, 5 ft average depth) holds about 16,800 US gallons. Larger 20 ft × 40 ft pools at 5.5 ft average depth hold roughly 32,900 gallons. Above-ground round pools (24 ft diameter, 4 ft deep) hold about 13,500 gallons.
Split the pool into simpler shapes (rectangles, circles, ellipses), calculate the volume of each section, and add them together. For free-form pools with curved outlines that do not match any geometric shape, scale a top-down plan onto graph paper and count cells to estimate the surface area, then multiply by average depth.
Most residential pools average 4–5.5 ft. Shallow ends are typically 3–3.5 ft; deep ends 5–8 ft. For pools with sloped floors, average depth is (shallow + deep) ÷ 2 — this works exactly for evenly sloped floors but not for L-shapes or step-floors.
A FINA-spec Olympic pool measures 50 m × 25 m with a minimum depth of 2 m — about 2,500 m³, equivalent to 2.5 million liters or roughly 660,000 US gallons. That is the volume of about 44 typical 15,000-gallon residential pools.
A standard 5/8 inch garden hose at residential water pressure delivers about 9–17 GPM. Using 10 GPM as a planning number: a 15,000-gallon pool takes 25 hours of continuous flow; a 30,000-gallon pool takes about 50 hours. Bulk water trucks fill far faster — usually under one hour per 5,000-gallon load.
U.S. residential water rates run $4–$10 per 1,000 gallons depending on region. A 20,000-gallon pool costs $80–$200 to fill from the tap; sewer surcharges can double that if not exempted. Bulk water trucks ran $250–$450 per 5,000-gallon load in 2024. Many utilities will waive sewer fees for a one-time pool fill if requested in advance.
Water weighs 8.34 lb per US gallon (1 kg per liter). A 15,000-gallon pool holds about 125,000 lb (62 tons) of water; a 30,000-gallon pool holds about 250,000 lb (113 tons). Pool foundations and surrounding soil have to be engineered to support that load without settling.
Every pool chemical — chlorine, pH adjusters, alkalinity increaser, calcium hardness, cyanuric acid — is dosed per unit of water volume (oz per 10,000 gallons or grams per cubic meter). Underestimating volume by 20% means under-dosing and a green pool; overestimating by 20% means over-dosing, swimmer irritation, and wasted product.
A US gallon is 3.785 L; a UK (imperial) gallon is 4.546 L — about 20% larger. Pool chemical labels sold in the U.S. assume US gallons; UK labels assume imperial. Mixing them creates a 20% dosing error. Convert with: US gal × 0.8327 = imperial gal, or imperial gal × 1.201 = US gal.
The 0.45 factor in V = 0.45 × (W₁ + W₂) × L × D is an empirical area constant that pool builders standardized in the 1970s. It is accurate to within 3–5% for kidney profiles close to the classic outline. For deeply lobed or "figure-8" pools, split the shape into a wider lobe and narrower waist and calculate each as an oval instead.