Pool Volume Calculator
Gallons and litres for rectangular or round pools.
Lumber & Materials
Your result
Sample values940
Gallons total
125.7
Cubic feet
3,558
Litres total
752
Gallons at current fill
| Depth | Volume |
|---|---|
| 12 in | 246 gal |
| 24 in | 564 gal |
| 30 in | 752 gal |
| 36 in | 875 gal |
| 48 in — full | 940 gal |
Pick the shape first, because it changes which dimensions you are asked for. A horizontal cylinder needs diameter and length; a vertical one needs diameter and height; a rectangular tank needs all three.
For current contents, measure the liquid depth from the bottom of the tank with a dipstick. Partial volume in a horizontal cylinder is not proportional to depth — a tank half full by depth is exactly half full by volume, but a quarter of the depth holds far less than a quarter of the volume.
Formula
Cylinder = π × Radius² × Length
Rectangular = Length × Width × Height
Gallons = Cubic feet × 7.481
Partial fill in a horizontal cylinder uses the circular segment area, not a simple ratio of depth.
A horizontal cylindrical tank, 4 ft diameter and 10 ft long, with 30 in of liquid.
940 gallons full, 752 gallons at 30 in
The relationship between depth and volume is the part most people get wrong on a horizontal tank. The cross section is a circle, so the first few inches at the bottom hold very little, the middle band holds a great deal, and the last few inches at the top hold little again. That is why the fill reference table above is not evenly spaced.
Internal versus external dimensions matter on thick-walled tanks. A quarter inch wall on a small tank is a rounding error; on a poly tank with a one inch wall it is worth deducting, since capacity depends on the square of the internal radius.
Questions
Keep going
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