Pool Volume Calculator

Enter the size of the pool and its depth. The tool gives the water volume in cubic metres and litres, which you need to dose pool chemicals or to size a pump.

Free Runs in your browser Checked Tuesday, November 10, 2026

Pool shape

Rectangle: straight sides, with a flat or a sloped floor. Round: a circular pool with the same depth everywhere.

The inside length of a rectangular pool, at the water line.

The inside width of a rectangular pool, at the water line.

Rectangle: the depth at the shallow end, or the depth everywhere if the floor is flat. Round: the depth of the water.

Optional, for a rectangle with a sloped floor. Leave it empty for a flat floor.

Result

Water volume (m³) — Cubic metres of water in the pool.
Water volume (litres) — The same volume in litres.
Average depth (m) — The depth used for the volume.

How it is worked out

This tool runs in your browser. What you enter is not sent to us.

How to use it

  1. Choose the Pool shape: Rectangle or Round.
  2. Type the size of the water surface: Length and Width for a rectangle, or Diameter for a round pool.
  3. Type the Depth (m). For a rectangle with a sloped floor, also type the Depth at the deep end (m); leave it empty for a flat floor.
  4. Read Water volume (m³) and Water volume (litres). How it is worked out shows the steps with your numbers.

How the volume is calculated

A rectangular pool with a flat floor is a box: length times width times depth.

When the floor slopes in a straight line from a shallow end to a deep end, the water's cross-section along the length is a trapezoid. Its two parallel sides are the two depths, so the average depth is their mean, and the volume is the surface times that average.

A round pool of even depth is a cylinder: pi times the radius squared, times the depth.

Rectangle: V = L x W x (d₁ + d₂) / 2, with a flat floor d₂ = d₁. Round: V = π x (D / 2)² x d

What the tool does not include

  • The water volume only. Steps, benches, a skimmer box and other fittings take up space, so the real water is slightly less than the figure.
  • Pools that are not a rectangle or a circle, such as kidney or free-form shapes, and floors that curve or have several slopes. For those, a survey gives a better figure.
  • Water lost to splashing, evaporation or backwash, and the water you add each week.
  • Chemical doses. The tool gives the volume only. Use the dosing instructions on the product label for your pool.

Worked example: a rectangular pool with a sloped floor

A rectangular pool is 8 m long and 4 m wide. The floor runs from 1.0 m deep at the shallow end to 2.0 m at the deep end, so the average depth is (1.0 + 2.0) / 2 = 1.5 m.

The volume is 8 x 4 x 1.5 = 48 m³, which is 48,000 litres.

Result Value
Water volume 48.00 m³
Water volume 48,000 L
Average depth 1.50 m

Frequently asked questions

How do I measure the depth of a sloped floor?

Measure from the water surface down to the floor at the shallowest end and again at the deepest end, with a rule or a long measuring tape. Type those two values, and the tool works out the average.

Why is the average of the two depths used?

The floor descends in a straight line, so the water's cross-section is a trapezoid. The area of a trapezoid is half the sum of its parallel sides times its height, which here gives the mean of the two depths times the length.

Does the tool allow for steps or a bench in the pool?

No. The tool gives the volume of the basic shape. Steps and benches take up space, so the water in a pool with them is a little less than the figure.

How many litres are in a cubic metre?

One cubic metre holds 1,000 litres. A litre is one cubic decimetre, as the NIST table of units accepted for use with the SI states.

Which chemical dose should I use for the volume?

The tool does not give doses. Use the dosing instructions on the label of the product you buy, and compare them with the volume shown here.

Is the result exact?

It is exact for the shape you enter, but the shape itself is an estimate. A pool that is not a rectangle or a circle, or whose floor has several slopes, needs a survey for a more accurate figure.

Sources

Figures and text last checked on Tuesday, November 10, 2026.

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