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Specific Range Calculator (NM per Gallon)

Aviation's fuel economy: nautical miles per gallon from TAS, wind and flow — compare power settings and altitudes the way the cruise tables wish you would.

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Specific range (ground) (nm/gal)
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Air specific range (nm/gal)
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Statute MPG (for the car comparison) (mpg)
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Fuel cost per nm ($/nm)

Compare two POH cruise lines through this tool and the economy story jumps out: 55% power often gives up 8 knots for 1.5 free nm/gal. The wind input matters because range shopping happens over the ground, not through the air.

Formula

specific range = GS ÷ fuel flow (nm/gal); cost/nm = price ÷ specific range
References: POH Section 5 cruise performance (TAS & flow by power setting); FAA-H-8083-25C, Pilot's Handbook of Aeronautical Knowledge, ch. 16 (navigation)

⚠️ For flight planning and education only — verify with official sources, your POH/AFM and certified equipment. Not for primary navigation.

Aviation's fuel economy: nautical miles per gallon from TAS, wind and flow — compare power settings and altitudes the way the cruise tables wish you would.

About Specific Range Calculator (NM per Gallon)

Cars get MPG stickers; aircraft hide the same number inside cruise tables as separate TAS and fuel-flow columns. This calculator marries them into specific range — nautical miles per gallon, over the ground — plus the statute-MPG translation for the inevitable car comparison and the fuel cost per mile that turns power-setting choices into money. Run it twice with two cruise lines and the economy-cruise argument settles itself.

How to use Specific Range Calculator (NM per Gallon)

  1. 1Enter — sensible defaults are pre-filled so you see a worked result immediately.
  2. 2Read the live results: .
  3. 3Check the "With your numbers" line to see the formula specific range = GS ÷ fuel flow (nm/gal); cost/nm = price ÷ specific range substituted step by step.
  4. 4Adjust inputs (or flip the unit toggle) until the scenario matches yours, then copy or share the result.

Why use Specific Range Calculator (NM per Gallon)?

  • Instant, free and private — every calculation runs in your browser, nothing is uploaded
  • Built on the published formula specific range = GS ÷ fuel flow (nm/gal); cost/nm = price ÷ specific range with sources cited on the page
  • Compare two POH cruise lines through this tool and the economy story jumps out: 55% power often gives up 8 knots for 1.5 free nm/gal. The wind input matters because range shopping happens over the ground, not through the air.
  • Switch units, tweak any input and watch every result update live

Frequently asked questions

What specific range is typical for light aircraft?+

Trainers cruise around 11–14 nm/gal (13–16 statute mpg — yes, a Skyhawk beats most SUVs while doing 130 mph in a straight line). High-efficiency singles (Mooneys, RVs, diesels) reach 16–20+; big twins drop to 5–7. The figure swings ±20% with power setting alone, which is the entire point of computing it.

Why does best economy differ from best range speed?+

Terminology care: maximum specific range occurs at a specific speed (roughly best L/D adjusted for prop efficiency), slower than normal cruise. 'Best economy' mixture at a given power setting is a leaning choice, not a speed. Stack both — economy mixture at the max-range speed — and the nm/gal peaks; the POH's economy cruise tables encode the combination.

How does wind change the strategy, not just the number?+

Headwinds penalize slow flight twice (more time in the punishment), so the optimal speed shifts faster into a headwind and slower with a tailwind — classic Carson/MacCready-style reasoning. Practically: into 30 knots, fly a notch faster than the calm-air economy speed; riding 30 knots, throttle back and bank the surplus.

Is fuel cost per mile the full operating cost?+

Not remotely — engine reserve, maintenance, insurance and hangar typically double-to-quadruple the hourly cost of fuel alone. But fuel is the only marginal cost that responds to your throttle hand in cruise, which makes this tool's $/nm the right number for route and power decisions, while the full hourly rate governs whether to fly at all.

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