Gallons Per Square Foot Calculator

Gallons per square foot calculator for pools, tanks, and raised beds. Enter area (or length x width) and height/depth to get total gallons and the gal/sq ft coverage rate.

Gallons Per Square Foot Calculator: Pool, Tank and Container Fill Volume

This calculator works out how much liquid a flat-bottomed container holds — a pool, water tank, raised bed, or aquarium — from its footprint and fill depth, giving both a total volume and a coverage rate (gallons or liters per square foot/metre).

Enter the area directly, or a length and width to have it multiplied for you, then add the fill height. Switch units any time, and add a price per unit of liquid for an instant fill-cost estimate.

How to Use the Gallons Per Square Foot Calculator

  1. Choose whether to enter the area directly or calculate it from length x width.
  2. Enter your area (or length and width) in the unit you measured in.
  3. Enter the fill height/depth in the same unit system.
  4. Switch between metric and imperial at any time — figures convert automatically.
  5. Read off the total volume, the coverage rate per square foot/metre, and the estimated fill cost.

The Math Behind the Conversion

The formula is simple geometry: Volume = Area x Height. Dividing that volume by the footprint area gives the coverage rate — gallons (or liters) per square foot/metre — which for a flat-bottomed container is really just the fill height, re-expressed in volume-per-area terms.

Worked example: a 10 ft x 10 ft footprint (100 ft²) filled 4 ft deep holds 100 x 4 = 400 ft³, and since 1 ft³ = 7.48052 US gallons, that is about 2,992 gallons — 29.9 gallons per square foot. In metric, a 3 m x 3 m footprint (9 m²) filled 1.2 m deep holds 9 x 1.2 = 10.8 m³, i.e. 10,800 liters, or 1,200 liters per square metre.

Pro Tips

At a typical US municipal rate of around $0.006 per gallon, filling a 10 ft x 10 ft x 4 ft pool (about 2,992 gallons) costs roughly $18 in water alone — before chemicals, a liner, or a pump.

  • Only use this formula for a flat, uniform-depth bottom — a sloped pool floor or curved tank needs an average depth, not just the shallow or deep-end figure.
  • If you're solving for fill time, divide the total volume by your hose or pump's flow rate (gallons or liters per minute).