ToolHuts

Practical tools for measured work

Tank Volume Calculator

Calculate full capacity and partial fill for horizontal or vertical cylinders and rectangular tanks.

Calculate the layout, check the diagram, then print the result for the shop or jobsite.

cm
cm
cm
Filled volume62.831853cm³
Litres0.062831853L
Cubic metres0.000062831853m³
Cubic feet0.002218886ft³
Cubic inches3.8342349in³
US liquid gallons0.01659842US gal
Full capacity125.66371cm³
Remaining capacity62.831853cm³
Fill percentage50%

Use inside dimensions and vertical liquid depth. Cylindrical tanks have flat ends. The horizontal tank must be level.

How it works

Choose a rectangular tank or a flat-ended cylinder, select its orientation and enter inside dimensions. Liquid depth is measured vertically from the lowest interior point. Empty and completely full tanks are supported.

Box: V = LWd; vertical cylinder: V = πr²d
Horizontal: V = L[r² acos((r−d)/r) − (r−d)√(2rd−d²)]

A horizontal cylinder with inside radius 2 cm, length 10 cm and liquid depth 2 cm contains 20π cm³, half its 40π cm³ capacity.

Current-input example

The result above uses these exact values. This snapshot is included when the page is printed so the output can be checked against the original measurements.

Length unit
cm
Tank shape
Horizontal cylinder
Inside radius
2 cm
Inside length
10 cm
Liquid depth from bottom
2 cm

Primary result: Filled volume: 62.831853 cm³.

Before using the result

  • Measure from the datum or reference edge described by this tool, and do not mix inside, outside and centerline dimensions.
  • Keep inputs in the displayed units and preserve more precision than the final cutting or purchasing tolerance requires.
  • When the result is close to a limit, verify it with a test piece, field measurement, manufacturer drawing or qualified project professional.

Limitations

Excludes domed ends, baffles, pipe wall material and tilted tanks. Changing the length unit reinterprets all entered numbers. Results describe geometric capacity, not a safe working fill limit.

Frequently asked questions

Why is half the depth not always half the volume?

In a horizontal cylinder, volume follows a circular segment, not a straight-line scale. Exactly half the diameter gives half the capacity, but other depth fractions are nonlinear.