Pond Volume Calculator
Find pond volume in gallons, litres and cubic feet for rectangle, round, oval, kidney, sloped and stepped ponds, with an average depth method.
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How the Pond Volume Calculator Formula Works
Pond volume is the surface area multiplied by the average depth. That gives cubic feet, or cubic metres if you work in metres. One cubic foot holds 7.48052 US gallons, because a US gallon is defined as 231 cubic inches and a cubic foot is 1,728 cubic inches.
The surface area depends on the shape. A rectangle is length times width, a circle is pi times the diameter squared divided by 4 and an oval is pi times the two diameters divided by 4. A kidney shape uses the oval area times a fill factor. Sloped sides and stepped ponds are worked out from their own sizes, so the average depth comes out of the geometry.
For a bowl-shaped pond where you only know the deepest point, the average depth is taken as 0.4 times the maximum depth, the rule of thumb from Penn State Extension.
gallons = surface area (sq ft) × average depth (ft) × 7.48052 ; litres = gallons × 3.785412- Asq ft or sq mSurface area of the water at its normal level.
- dft or mAverage depth of the water, not the deepest point.
- 7.48052gal per cu ftUS gallons in one cubic foot (1,728 / 231).
- knoneDepth factor: 1 for a flat floor, 0.4 for a bowl-shaped pond, or your own value.
- A
- sq ft or sq m
- Surface area of the water at its normal level.
- d
- ft or m
- Average depth of the water, not the deepest point.
- 7.48052
- gal per cu ft
- US gallons in one cubic foot (1,728 / 231).
- k
- none
- Depth factor: 1 for a flat floor, 0.4 for a bowl-shaped pond, or your own value.
Using the Pond Volume Calculator
Enter units
Choose from Feet and US gallons, Metres and litres.
Enter pond shape
Choose from Rectangle, Circle, Oval, Kidney (approximation), Sloped sides (smaller floor), Stepped (up to 3 zones), Irregular (known surface area).
Enter length (feet or metres)
Type the figure you already have, then press Calculate.
Enter width (feet or metres)
Type the figure you already have, then press Calculate.
Enter diameter (feet or metres)
Type the figure you already have, then press Calculate.
Enter long diameter (feet or metres)
Type the figure you already have, then press Calculate.
Enter short diameter (feet or metres)
Type the figure you already have, then press Calculate.
Enter longest length (feet or metres)
Type the figure you already have, then press Calculate.
Enter widest width (feet or metres)
Type the figure you already have, then press Calculate.
Enter kidney fill factor (1 = full oval)
Any value between 0 and 1.
Enter top length at the water line (feet or metres)
Type the figure you already have, then press Calculate.
Enter top width at the water line (feet or metres)
Type the figure you already have, then press Calculate.
Enter floor length (feet or metres)
Type the figure you already have, then press Calculate.
Enter floor width (feet or metres)
Type the figure you already have, then press Calculate.
Enter zone 1 length (feet or metres)
Type the figure you already have, then press Calculate.
Enter zone 1 width (feet or metres)
Type the figure you already have, then press Calculate.
Enter zone 1 depth (feet or metres)
Type the figure you already have, then press Calculate.
Enter zone 2 length (feet or metres)
Type the figure you already have, then press Calculate.
Enter zone 2 width (feet or metres)
Type the figure you already have, then press Calculate.
Enter zone 2 depth (feet or metres)
Type the figure you already have, then press Calculate.
Enter zone 3 length (feet or metres, 0 to skip)
Type the figure you already have, then press Calculate.
Enter zone 3 width (feet or metres)
Type the figure you already have, then press Calculate.
Enter zone 3 depth (feet or metres)
Type the figure you already have, then press Calculate.
Enter surface area (sq ft or sq m)
Type the figure you already have, then press Calculate.
Enter depth (feet or metres; not used for stepped ponds)
Type the figure you already have, then press Calculate.
Enter what the depth means (not used for sloped or stepped)
Choose from Average depth (flat floor), Maximum depth of a bowl-shaped pond (x 0.4), Maximum depth with my own factor.
Enter your depth factor (0 to 1)
Any value between 0 and 1.
Enter fill rate (gallons or litres per minute, optional)
Type the figure you already have, then press Calculate.
Enter water price ($ per 1,000 gallons or per m3, placeholder)
Type the figure you already have, then press Calculate.
Read the result
Press Calculate to update the result. Until you do, the last result is dimmed and marked as out of date, so you always know which numbers belong to the values in the boxes.
A Real Worked Example
A rectangular pond is 10 ft long and 8 ft wide with a flat floor and an average depth of 2 ft. The surface area is 10 × 8 = 80 sq ft, so the volume is 80 × 2 = 160 cubic feet.
Multiplying by 7.48052 gives 1,196.9 US gallons. In litres that is 4,531, or 4.531 cubic metres, and 996.6 imperial gallons.
From a hose delivering 5 gallons a minute the pond fills in 3.99 hours. At the placeholder price of $5 per 1,000 gallons the water costs $5.98.
Round bowl-shaped pond, maximum depth 4 ft
A round pond is 8 ft across and 4 ft deep at the centre, shelving evenly. The surface area is pi x 8 × 8 / 4 = 50.27 sq ft. With the bowl rule of thumb the average depth is 0.4 × 4 = 1.6 ft.
Volume is 50.27 × 1.6 = 80.42 cubic feet, which is 601.6 US gallons or 2,277 litres. A flat floor at the full 4 ft would give 1,504 gallons, which is 2.5 times too many.
Kidney-shaped pond
A kidney pond measures 12 ft at its longest and 8 ft at its widest, with an average depth of 2.5 ft. The full oval would be pi x 12 × 8 / 4 = 75.4 sq ft. The kidney factor of 0.85 brings that down to 64.1 sq ft.
The volume is 160.2 cubic feet, or 1,199 US gallons and 4,537 litres. The factor is an approximation, so for an exact figure split the shape into parts.
Sloped sides, 3 ft deep
A pond measures 12 × 9 ft at the water line and narrows to a floor of 8 × 5 ft, 3 ft below. The top area is 108 sq ft, the floor area is 40 sq ft and the middle (10 × 7 ft) is 70 sq ft.
The sloped-side rule gives 3 / 6 × (108 + 4 × 70 + 40) = 214 cubic feet, which is 1,601 US gallons. Top area times depth would have said 2,424 gallons, an overestimate of 51 percent. The average depth works out at 1.98 ft.
Stepped pond with three zones
A pond has a deep zone 6 × 8 ft and 3 ft deep, a middle zone 4 × 8 ft and 1.5 ft deep, and a planting shelf 3 × 8 ft and 0.75 ft deep. The zone volumes are 144, 48 and 18 cubic feet.
The total is 210 cubic feet, or 1,571 US gallons, over a surface of 104 sq ft. The average depth is 2.02 ft.
Metric oval pond
An oval pond is 3.5 m long and 2.5 m wide with an average depth of 0.9 m. The surface area is pi x 3.5 × 2.5 / 4 = 6.87 sq m, so the volume is 6.185 cubic metres, which is 6,185 litres.
That equals 1,634 US gallons or 1,361 imperial gallons. A mains tap running at 20 litres a minute fills it in 5.2 hours, and at a placeholder price of 2 per cubic metre the water costs 12.37.
What Else to Know
How to calculate pond volume
Every pond volume is a surface area times an average depth. Measure the water surface, not the outer edge of the stone border. Measure the depth at several places, add the readings and divide by the number of readings. Multiply the area by that average depth and you have cubic feet or cubic metres.

To get gallons, multiply cubic feet by 7.48052. To get litres from cubic metres, multiply by 1,000. In the calculator you pick the shape, type the sizes and read the volume in US gallons, litres, cubic feet, cubic metres and imperial gallons at once.

A 10 × 8 ft pond with a 2 ft average depth holds 1,197 gallons. Most mistakes come from the depth, not the arithmetic, so the next sections explain the average depth for each pond type.
Gallons from cubic feet: where 7.48052 comes from
The US gallon is defined as exactly 231 cubic inches, which is 3.785411784 litres (Wikipedia, Gallon). A cubic foot is 12 × 12 × 12 = 1,728 cubic inches. Dividing 1,728 by 231 gives 7.48052 gallons per cubic foot. That is the 7.48052 used here.
You will see the rounded figure 7.5 in many garden guides, and Kansas State University's water gardening guide uses it: average length times average width times average depth, times 7.5. The rounding adds about 0.3 percent to the result, which is small next to the error in a hand-measured depth.
The imperial gallon used in the UK is larger, 4.54609 litres, so a cubic foot is 6.22884 imperial gallons. The calculator shows both, so you can match the unit on your pump, filter or treatment label.
Rectangle, round, oval and kidney ponds
A rectangle is length times width times depth. A circle is pi times the diameter squared divided by 4, times depth. An oval uses pi times the long diameter times the short diameter divided by 4. The tables on this page show the gallons for common sizes at 1.5, 2 and 3 ft average depth.

A kidney shape is an oval with a bite removed, so the oval formula overestimates it. The calculator multiplies the oval area by a fill factor, 0.85 by default, which is our own approximation and not a standard. Measure the longest length and the widest width, then lower the factor for a deeper notch. A 12 × 8 ft kidney at 2.5 ft holds 1,199 gallons with the default factor and 1,410 as a full oval.

When the shape is very uneven, split it into a rectangle, a circle and so on, find each volume and add them. The parts table shows how.

Sloped sides and stepped ponds
Many lined ponds have sides that slope in towards a smaller floor. Multiplying the top area by the depth overestimates them. The sloped option takes the top and floor sizes and uses the prismatoid rule, V = h / 6 × (top area + 4 x middle area + floor area), which is exact for a straight taper. A 12 × 9 ft top, 8 × 5 ft floor and 3 ft depth gives 1,601 gallons.

Stepped ponds have a deep zone, a middle level and a shelf for plants. Kansas State University describes a deep area at least 24 to 30 inches deep and a marginal shelf 12 to 18 inches deep. Enter each zone as a length, a width and a depth, and the calculator adds length x width x depth for each. Use zone 3 for a third level, or leave it at zero.
If the walls are vertical with a flat floor, use the plain rectangle, circle or oval with the real depth.
Irregular ponds and the average depth factor
For a free-form pond, measure the surface area first. Trace the outline on a satellite map, or pace out a grid of squares. Then find the average depth. Penn State Extension suggests dividing the pond into at least four sub-areas, taking a depth in each and averaging them.

If you only know the deepest point of a bowl-shaped pond, Penn State gives a rule of thumb: the average depth is about 0.4 times the maximum depth. The calculator offers that as the bowl option. It is a rule for typical bowl shapes, so a pond with steep sides and a wide flat floor will hold more than it predicts. In that case use the custom factor, or measure the depths directly.
A 300 sq ft bowl-shaped pond that is 5 ft deep holds 4,488 gallons by this rule. Treat any pond measured this way as a good estimate, not an exact figure.
How big is a 1000 litre, 3,000 litre or 10,000 gallon pond?
The size table above turns common volumes into the surface area they need. A 1,000 litre pond is one cubic metre, or 264 US gallons. With a flat floor 0.6 m deep it needs about 1.7 sq m, so a 1.5 × 1.1 m rectangle. A 3,000 litre pond needs about 5 sq m at the same depth, and a 10,000 US gallon pond needs 63 sq m, or 668 sq ft at 2 ft deep.

The same volume can be a wide shallow pond or a small deep one. Deeper ponds hold their temperature better and give fish a place to go in winter, but they need more digging and a bigger liner. Decide the use first, then choose the depth.
You can also work the other way: type a target in the calculator and adjust the length and width until the volume matches.
Fish, filling time and what the volume is used for
Volume sets how many fish a pond can carry. Texas A&M AgriLife Extension says to stock no more than 1 inch of fish per 3 to 5 gallons of water, and that fish stocked below the pond's capacity grow larger and stay healthier. A cautious 10 gallons per inch is a common planning choice. At that rate a 2,000 litre pond (528 gallons) carries about 53 inches of fish. Koi grow much larger, so they need much more water.
The volume also sets the pump and the fill time. Kansas State University advises turning the whole volume over one to four times an hour. The fill time is the volume divided by the hose flow, so your 1,197 gallon pond takes 4.0 hours at 5 gallons a minute.
Do not treat these as veterinary or aquaculture advice. They are planning figures, and the label on any treatment, pump or filter has the final say.
Measuring tips, limits and related calculators
Measure at the normal water level, on a calm day, with a tape and a straight pole. Round measurements to the nearest inch. Take more depth readings than you think you need, because depth is where the error hides. Keep a note of the date so you can check the level later.

The result is an estimate. Rocks, gravel, planting pots and plants take up space, so the real volume can be a few percent lower. Water treatments and medicines should be dosed from the product label, using a measured volume. If your pond is large, deep or dammed, ask a qualified person about safety and local rules.
To finish the build, the river rock calculator works out edging stone, the gravel calculator covers the base, and the stone calculator helps with a stone border. A pond liner and a pond size planner use the same measurements.
Reference Tables
| Pond size (ft) | Surface area (sq ft) | 1.5 ft deep | 2 ft deep | 3 ft deep |
|---|---|---|---|---|
| 6 × 4 | 24 | 269 | 359 | 539 |
| 8 × 6 | 48 | 539 | 718 | 1,077 |
| 10 × 8 | 80 | 898 | 1,197 | 1,795 |
| 12 × 10 | 120 | 1,346 | 1,795 | 2,693 |
| 15 × 10 | 150 | 1,683 | 2,244 | 3,366 |
| 20 × 12 | 240 | 2,693 | 3,591 | 5,386 |
| Diameter (ft) | Surface area (sq ft) | 1.5 ft deep | 2 ft deep | 3 ft deep |
|---|---|---|---|---|
| 4 | 12.6 | 141 | 188 | 282 |
| 6 | 28.3 | 317 | 423 | 635 |
| 8 | 50.3 | 564 | 752 | 1,128 |
| 10 | 78.5 | 881 | 1,175 | 1,763 |
| 12 | 113.1 | 1,269 | 1,692 | 2,538 |
| 15 | 176.7 | 1,983 | 2,644 | 3,966 |
| From | To | Multiply by |
|---|---|---|
| Cubic feet | US gallons | 7.48052 |
| US gallons | Cubic feet | 0.133681 |
| US gallons | Litres | 3.785412 |
| Cubic feet | Litres | 28.317 |
| Cubic metres | US gallons | 264.172 |
| Litres | Imperial gallons | 0.21997 |
| Imperial gallons | US gallons | 1.20095 |
| Acre-feet | US gallons | 325,851 |
| Volume | US gallons | Cubic metres | Surface area needed (sq m) | Rectangle that fits (m) |
|---|---|---|---|---|
| 1,000 litres | 264 | 1.0 | 1.67 | 1.5 × 1.1 gives 990 L |
| 2,000 litres | 528 | 2.0 | 3.33 | 2.0 × 1.7 gives 2,040 L |
| 3,000 litres | 793 | 3.0 | 5.00 | 2.5 × 2.0 gives 3,000 L |
| 5,000 litres | 1,321 | 5.0 | 8.33 | 3.0 × 2.8 gives 5,040 L |
| 10,000 litres | 2,642 | 10.0 | 16.67 | 4.5 × 3.7 gives 9,990 L |
| 10,000 US gallons | 10,000 | 37.9 | 63.09 | 6.5 × 6.0 gives 6,182 gal |
| Maximum depth (ft) | Average depth (ft) | Gallons per 100 sq ft of surface | Litres per 10 sq m of surface |
|---|---|---|---|
| 2 | 0.80 | 598 | 2,438 |
| 3 | 1.20 | 898 | 3,658 |
| 4 | 1.60 | 1,197 | 4,877 |
| 5 | 2.00 | 1,496 | 6,096 |
| 6 | 2.40 | 1,795 | 7,315 |
| 8 | 3.20 | 2,394 | 9,754 |
| Top (ft) | Floor (ft) | Depth (ft) | Sloped-side gallons | Top area x depth gallons | Overestimate if you ignore the slope |
|---|---|---|---|---|---|
| 10 × 8 | 8 × 6 | 2 | 948 | 1,197 | 26% |
| 12 × 9 | 8 × 5 | 3 | 1,601 | 2,424 | 51% |
| 12 × 9 | 6 × 3 | 3 | 1,279 | 2,424 | 89% |
| 15 × 10 | 9 × 4 | 3 | 1,952 | 3,366 | 72% |
| 20 × 12 | 12 × 4 | 4 | 3,990 | 7,181 | 80% |
| Fill factor | Surface area (sq ft) | Cubic feet | US gallons | Litres |
|---|---|---|---|---|
| 0.75 | 56.5 | 141.4 | 1,058 | 4,003 |
| 0.85 | 64.1 | 160.2 | 1,199 | 4,537 |
| 1.0 (plain oval) | 75.4 | 188.5 | 1,410 | 5,338 |
| Pond volume | US gallons | Inches of fish at 5 gal per inch | Inches at 10 gal per inch | 10-inch fish at 10 gal per inch |
|---|---|---|---|---|
| 1,000 litres | 264 | 53 | 26 | 2 |
| 2,000 litres | 528 | 106 | 53 | 5 |
| 3,000 litres | 793 | 159 | 79 | 7 |
| 5,000 litres | 1,321 | 264 | 132 | 13 |
| 1,000 gallons | 1,000 | 200 | 100 | 10 |
| 10,000 gallons | 10,000 | 2,000 | 1,000 | 100 |
| Pond (US gal) | 3 gal/min | 5 gal/min | 8 gal/min | 10 gal/min |
|---|---|---|---|---|
| 250 | 1.4 h | 0.8 h | 0.5 h | 0.4 h |
| 500 | 2.8 h | 1.7 h | 1.0 h | 0.8 h |
| 1,000 | 5.6 h | 3.3 h | 2.1 h | 1.7 h |
| 2,000 | 11.1 h | 6.7 h | 4.2 h | 3.3 h |
| 5,000 | 27.8 h | 16.7 h | 10.4 h | 8.3 h |
| Pond (US gal) | Litres | Imperial gallons | Difference (imp gal) |
|---|---|---|---|
| 250 | 946 | 208 | 42 |
| 500 | 1,893 | 416 | 84 |
| 1,000 | 3,785 | 833 | 167 |
| 2,000 | 7,571 | 1,665 | 335 |
| 5,000 | 18,927 | 4,163 | 837 |
| Part | Shape | Measurements (ft) | Cubic feet | US gallons |
|---|---|---|---|---|
| Main basin | Oval | 12 × 8, 2.5 deep | 188.5 | 1,410 |
| Shallow shelf | Rectangle | 6 × 3, 1 deep | 18.0 | 135 |
| Waterfall pool | Circle | 3 across, 1.5 deep | 10.6 | 79 |
| Whole pond | Sum of parts | 217.1 | 1,624 |
| Mistake | Effect on the volume | Fix |
|---|---|---|
| Using maximum depth as the average depth | Volume too high, often by half or more | Use the average depth, or the 0.4 bowl factor |
| Measuring the outer edge of the stone border | Surface area too high | Measure the water surface at the normal level |
| Mixing feet and inches | Result off by 12 times | Convert inches to feet by dividing by 12 |
| Forgetting that 7.48052 is for US gallons | UK imperial gallons are 20 percent bigger | Pick the gallon you need, or use litres |
| Ignoring shelves and planting pots | Volume slightly high | Use the stepped shape or subtract about 5 percent |
| Treating a kidney shape as a full oval | Volume too high | Use the kidney factor or split the pond into parts |
Frequently Asked Questions About the Pond Volume Calculator
How do you calculate pond volume?
Multiply the surface area by the average depth to get cubic feet, then multiply by 7.48052 to get US gallons. A 10 × 8 ft pond with an average depth of 2 ft holds 160 cubic feet, which is 1,197 US gallons or 4,531 litres. Choose the shape in the calculator and enter your own sizes.
How do I calculate gallons in a pond?
Work out the volume in cubic feet, then multiply by 7.48052. The number comes from the US gallon being defined as 231 cubic inches, and a cubic foot being 1,728 cubic inches. So 160 cubic feet is 1,196.9 gallons. Many guides round the multiplier to 7.5, which gives 1,200 gallons for the same pond.
How big is a 1000 litre pond?
A 1,000 litre pond is 1 cubic metre, which is 264 US gallons or 220 imperial gallons. With a flat floor and an average depth of 0.6 m it needs about 1.67 sq m of surface, so a rectangle of roughly 1.5 × 1.1 m. A bowl-shaped pond of the same volume is wider and deeper in the middle.
How large is a 10,000 gallon pond?
A 10,000 US gallon pond holds 1,337 cubic feet, or 37.9 cubic metres. At an average depth of 3 ft it needs about 446 sq ft of surface, for example a 25 × 18 ft rectangle. At an average depth of 4 ft it needs 334 sq ft.
How big is a 3,000 litre pond?
A 3,000 litre pond is 3 cubic metres, or 793 US gallons. At 0.6 m average depth it covers 5.0 sq m, so a rectangle of about 2.5 × 2.0 m. At 0.8 m average depth it covers 3.75 sq m, about 2.2 × 1.7 m. Enter your own sizes to check a real design.
How many fish can I put in a 2000 litre pond?
A 2,000 litre pond is 528 US gallons. Texas A&M AgriLife Extension says to stock no more than 1 inch of fish per 3 to 5 gallons, which is a ceiling of about 106 to 176 inches in total. A cautious 10 gallons per inch gives 53 inches, or 5 fish of 10 inches. Koi need a much larger pond.
How do I convert cubic feet to gallons?
Multiply cubic feet by 7.48052 for US gallons. For imperial (UK) gallons, multiply cubic feet by 6.22884. A pond of 100 cubic feet holds 748.1 US gallons. To go the other way, divide gallons by 7.48052. The calculator also shows litres and cubic metres, so you can check the answer in any unit.
How do I find the volume of an irregular pond?
Measure the surface area, then multiply by the average depth. Penn State Extension suggests dividing the pond into at least four sub-areas, taking a depth in each and averaging them. For a bowl-shaped pond the average depth is about 0.4 times the maximum depth, so a 300 sq ft pond that is 5 ft deep holds 4,488 gallons.
How do I calculate the volume of a kidney-shaped pond?
A kidney shape is an oval with a bite taken out, so its area is a little below the oval formula. This calculator multiplies the oval area by a fill factor of 0.85, which you can change. A 12 × 8 ft kidney at 2.5 ft average depth comes to 1,199 gallons. For an exact figure, split the shape into simple parts and add them.
How do I measure the average depth of a pond?
Take depth readings in a grid across the pond, then add them up and divide by the number of readings. Penn State Extension suggests at least four sub-areas for an uneven floor. A pond that is 1 ft at the edge, 2 ft in the middle and 3 ft in the deep end, in equal parts, averages 2 ft. Do not use the maximum depth alone.
What is the formula for a round pond?
Volume equals pi times the diameter squared divided by 4, times the average depth. For an 8 ft pond with a flat floor 2 ft deep that is 100.5 cubic feet, or 752 gallons. For a bowl-shaped round pond with a maximum depth of 4 ft, use 0.4 × 4 = 1.6 ft as the average depth, which gives 602 gallons.
How do I work out a pond with sloped sides?
Use the sizes at the top and at the floor plus the depth. The calculator applies V = h / 6 × (top area + 4 x middle area + floor area), which is exact for a straight taper. A pond 12 × 9 ft at the top, 8 × 5 ft at the floor and 3 ft deep holds 1,601 gallons, about 51 percent less than top area times depth.
Why does the pond volume matter?
Volume decides the pump size, the filter rating, how many fish you can keep, how much dechlorinator or treatment to add and how long a fill takes. A pump is usually chosen to move the whole volume once or more each hour, so a wrong volume means a wrong pump. Always read treatment doses from the label for your measured volume, not for a guess.
How long does it take to fill a pond?
Divide the volume by the flow rate. A garden hose that delivers 5 gallons a minute fills a 1,197 gallon pond in about 4.0 hours. Time the hose by filling a bucket of known size to find the real rate. Fill ponds with a hose or tap water; letting rain fill a backyard pond takes weeks and depends on the weather.
How much does it cost to fill a pond?
Multiply the volume in thousands of gallons by your water price. With a placeholder price of $5 per 1,000 gallons, a 1,197 gallon pond costs about $5.98 to fill. Enter your own water price in the optional box. Rates, sewer charges and any hose or tank hire are not included.
Is a US gallon the same as a UK gallon?
No. A US gallon is 231 cubic inches, or 3.785411784 litres. An imperial (UK) gallon is 4.54609 litres, about 20 percent bigger. The same 1,000 litre pond is 264 US gallons but 220 imperial gallons. The calculator shows both, so you can match the unit used on a pump or treatment label.
How many acre-feet is a pond?
Multiply the surface area in acres by the average depth in feet. One acre-foot is 325,851 US gallons. A half acre pond with an average depth of 5 ft holds 2.5 acre-feet, or 814,629 gallons. For a bowl-shaped pond, Penn State Extension uses 0.4 times the maximum depth as the average depth.
Can I use the calculator for a pool or tank?
The maths is the same for any simple basin, so yes for a plain rectangle, circle or oval with a known average depth. For a swimming pool with a shallow end and a deep end, enter the sloped shape or average the two depths first. Pools and tanks often have special fittings, so use the maker's stated volume if it is given.
Should I subtract plant shelves and rocks?
Rocks, gravel and planting pots take up water space, so the true volume is a little lower than the calculation. A rough allowance is 5 percent for a pond with a lot of stone, which would turn 1,197 gallons into about 1,137. It is an estimate, so keep dosing on the cautious side.
How accurate is the pond volume result?
The maths is exact, but the answer is only as good as the measurements. Average depth is the biggest source of error, because a floor that curves or slopes is hard to read from a few points. Expect a few percent error for a simple pond and more for a free-form one. Treat it as an estimate and recheck it with a water meter when you fill.
References
- [1] Penn State Extension. “Pond Measurements: Area, Volume and Residence Time.” Penn State Extension. Accessed 2026-10-07.
- [2] Wikipedia contributors. “Gallon.” Wikipedia. Accessed 2026-10-07.
- [3] Emily Nolting. “Water Gardening: Getting Started (MF2910).” Kansas State University Research and Extension. Accessed 2026-10-07.
- [4] Texas A&M AgriLife Extension. “Wildlife for Water Gardens.” Aggie Horticulture, Texas A&M University. Accessed 2026-10-07.
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