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Conversion

US Gallons to cubic feet

1 US gal = 0.133681 ft³, derived from exact unit definitions.

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US Gallons → cubic feet reference
US galft³
1 US gal0.134 ft³
5 US gal0.668 ft³
10 US gal1.337 ft³
50 US gal6.684 ft³
100 US gal13.368 ft³
275 US gal36.762 ft³
500 US gal66.840 ft³
1,000 US gal133.681 ft³
Formulas
cubic feet = US gallons × 231 / 1728 = US gallons × 77 / 576 = US gallons × 0.1336805555… (repeating 5)Exact as the fraction 77/576. The decimal repeats a final 5 forever; 0.1336805556 is that value correctly rounded to ten figures.

How to convert US gallons to cubic feet

This runs the geometry backwards: you know the capacity and you need the space it occupies — for a containment berm, a pit, a floor plan or a shipping envelope.

  1. Multiply the gallon figure by 0.1336805556, or divide by 7.480519481.
  2. Check the magnitude: cubic feet should be about one-seventh of the gallon number.
  3. If you are sizing a physical space, add whatever margin the application requires after converting, so the margin stays visible.
Worked example

Secondary containment for a 500-gallon tank

  1. 500 × 0.1336805556 = 66.84 ft³
  2. Berm footprint chosen: 8 ft × 8 ft = 64 ft²
  3. Wall height needed: 66.84 ÷ 64 = 1.044 ft ≈ 12.5 in

500 US gal = 66.84 ft³ → a 12.5-inch wall over an 8 × 8 ft pad

That is the bare regulatory floor: 40 CFR § 112.8(c)(2) requires the entire capacity of the largest single container plus freeboard for precipitation. Most designers add 10 % or size the freeboard to a design storm, which would push this wall to roughly 14 inches.

Worked example

A 275-gallon oil tank's displaced volume

  1. 275 × 0.1336805556 = 36.76 ft³
  2. Typical 275V footprint: 27 in × 60 in = 11.25 ft²
  3. 36.76 ÷ 11.25 = 3.27 ft of equivalent liquid height

275 US gal = 36.76 ft³

Worked example

Rainwater harvesting: roof area to fill 1,000 gallons

  1. 1000 × 0.1336805556 = 133.68 ft³
  2. 1 inch of rain on 1 ft² = 1/12 ft³ = 0.0833 ft³
  3. 133.68 ÷ 0.0833 = 1,604 ft² of roof per inch of rain

1,000 US gal = 133.68 ft³ ≈ one inch of rain on 1,600 ft² of roof

Before losses. Real collection efficiency after first-flush diversion, splash and gutter overflow is typically 75–90 % of that.

Where the factor comes from

Derivation
1 US gal ≡ 231 in³ exactly 1 ft³ = 1728 in³ exactly 1 US gal = 231 / 1728 ft³ = 77 / 576 ft³ (lowest terms) = 0.13368055555… repeating576 = 2⁶ × 3², and the factor of 3 is what stops the decimal terminating. Keep it as 77/576 if your spreadsheet supports fractions.

Rounding

0.1337 is 0.0146 % high; 0.134 is 0.24 % high. On a 10,000-gallon containment calculation that second shortcut adds 3.2 ft³ of imaginary capacity — in the wrong direction, since it makes an undersized berm look adequate. When a rounding choice can only err one way, err toward the conservative side of the requirement.

Cubic feet is a volume, not a footprint. A containment volume only holds what its walls and floor geometry allow. Slope, drains, tank supports and the displaced volume of the tank itself all subtract from usable capacity, and the tank pad is not always inside the bund.

FAQ

How many cubic feet are in a gallon?

0.1336805555… ft³, exactly 77/576. A gallon is 231 cubic inches and a cubic foot is 1728, so the ratio is 231/1728.

How many cubic feet is a 275-gallon tank?

36.76 ft³ of liquid capacity. The tank's external envelope is larger — a standard 275V oil tank occupies roughly 44 ft³ of room including the shell and legs.

How do I size secondary containment from a gallon figure?

Convert to cubic feet, then divide by the containment floor area to get the wall height. 40 CFR § 112.8(c)(2) sets the floor at the entire capacity of the largest single container plus freeboard for precipitation; the widely used 110 % rule is a design convention rather than the regulatory text.

Should I use 0.1337 or the full factor?

0.1337 is fine for estimating and 0.13368056 for anything you sign. The rounding runs high, which flatters a containment design — so prefer the full factor when the answer must be conservative.

Sources and standards

Every factor on this page is traced to the document that defines it. Where a value is exact, it is exact because the cited standard makes it so — not because we rounded it well.

  1. Handbook 44, Appendix C — General Tables of Units of MeasurementNational Institute of Standards and Technology, U.S. Department of Commercehttps://www.nist.gov/document/2026-nist-handbook-44-appendix-cThe legal-metrology reference for U.S. customary units. Fixes the U.S. liquid gallon at exactly 231 cubic inches and tabulates the full liquid-volume chain (minim → fluid dram → fluid ounce → gill → pint → quart → gallon).
  2. 40 CFR § 112.8(c)(2) — Spill Prevention, Control, and Countermeasure Plan requirements for onshore facilitiesU.S. Environmental Protection Agency, via the electronic Code of Federal Regulationshttps://www.ecfr.gov/current/title-40/chapter-I/subchapter-D/part-112/subpart-B/section-112.8Requires secondary containment sized for the entire capacity of the largest single container, plus sufficient freeboard to contain precipitation. Note that the rule itself does not state “110 %” — that is a common design convention layered on top of the regulatory floor.
  3. Special Publication 811, Appendix B.8 — Factors for Units Listed AlphabeticallyNational Institute of Standards and Technologyhttps://www.nist.gov/pml/special-publication-811/nist-guide-si-appendix-b-conversion-factors/nist-guide-si-appendix-b8NIST's master table of conversions into SI. Factors printed in boldface are exact by definition rather than measured or rounded — which is how you tell a defined unit from an approximated one.
  4. Unit Conversion — Office of Weights and MeasuresNational Institute of Standards and Technologyhttps://www.nist.gov/pml/owm/metric-si/unit-conversionNIST's index page explaining which of its publications governs which kind of conversion: SP 811 for exact factors, Handbook 44 Appendix C for trade and commerce, Handbook 133 Appendix E for packaged goods.

Every linked source above was retrieved and checked on 2026-09-02. Factors quoted as exact are exact by definition in the cited document, not rounded by us.

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