Tank Volume Calculator

Model tank capacity from internal dimensions, then optionally calculate liquid volume at a measured fill depth. Horizontal cylinders use circular-segment geometry instead of a simple depth percentage.

Inputs

Instant calculation

Required
ft0.001 ≤ x ≤ 100000
ft0.001 ≤ x ≤ 100000
ft0.001 ≤ x ≤ 100000
ft0 ≤ x ≤ 100000

Result

Instant calculation

Full capacity
179.53 US gal
Current liquid volume
89.77 US gal
Tank fill
50 %
Full capacity
679.6 L

How to use this calculator

Enter tank shape, required internal dimensions in feet, and current liquid depth in feet.

Review internal versus nominal dimensions, wall thickness, end-cap shape, dead volume, tilt, and manufacturer capacity.

Read full capacity, current liquid volume, fill percentage, and full capacity in liters.

Formula

Rectangular capacity = length × width × height. Vertical cylinder = πr²h. A horizontal cylinder filled to depth d uses segment area r² arccos((r − d) ÷ r) − (r − d)√(2rd − d²), multiplied by tank length.

Worked example

A 4 ft diameter vertical cylinder with a 6 ft height has capacity π × 2² × 6 = 75.398 ft³ before conversion to gallons.

Assumptions and limits

  • The tank is level and matches the selected ideal geometry; fittings, rounded corners, dished heads, and inaccessible volume are excluded.
  • Tank Volume Calculator treats the entered values as estimates and does not infer missing project, account, or personal details.
  • Calculations retain working precision except where the cited method requires an intermediate rounding step; displayed values are then formatted separately. Source rules and dated rates must be rechecked when they change.

Sources

Related calculators

Verification

How this calculator is checked

Trust comes from reproducible evidence, not model confidence. You can inspect the formula, assumptions, worked example, and cited sources on this page.

Frequently asked questions

How does the Tank Volume Calculator work?

Rectangular capacity = length × width × height. Vertical cylinder = πr²h. A horizontal cylinder filled to depth d uses segment area r² arccos((r − d) ÷ r) − (r − d)√(2rd − d²), multiplied by tank length.

What information should I enter in the Tank Volume Calculator?

Enter tank shape, required internal dimensions in feet, and current liquid depth in feet, then verify internal versus nominal dimensions, wall thickness, end-cap shape, dead volume, tilt, and manufacturer capacity.

What should I verify before using this Tank Volume Calculator result?

The tank is level and matches the selected ideal geometry; fittings, rounded corners, dished heads, and inaccessible volume are excluded.

Last updated 2026-08-25 · 1.0.0 · content-2026-08-14 · Published by YunFanLabs