How do you calculate flight time and fuel needed?

Divide distance by groundspeed to get time en route, then multiply time by the fuel burn per hour. Add fuel for start, taxi, and run-up, plus the reserve: 30 minutes for day VFR and 45 for night VFR or IFR under US rules. If you'd land below the reserve, plan a fuel stop.

150 nm at 120 kt = 1:15 h8.75 gal en route at 7 gal/hfuel neededen route30 min reserveon board 22 galLands with 11.9 gal, about 102 min of flying.
Time en route
1 h 15 min
Fuel en route
8.75 gal
Fuel required with reserve
13.7 gal
Flying time left on landing
102 min

E6B: Training aid only, not for navigation or flight. Verify with your POH/AFM and approved sources.

From the wind triangle tool, or your planned cruise speed adjusted for wind.
From the POH cruise table for your altitude and power setting.
More settings

Play

Shrink the groundspeed with a headwind. Watch the reserve disappear.

Stuck? Pick one of the examples from the “Try an example” menu, or press “New example.”

Understand

t=dGS,fuel=t×burnt = \frac{d}{\text{GS}},\quad \text{fuel} = t \times \text{burn}

Two ratios do all the work. Groundspeed is distance per hour, so

t=dGSt = \frac{d}{\text{GS}}

and fuel burn is gallons per hour, so fuel en route is t×burnt \times \text{burn}.

The bar stacks what you need: taxi, the flight, and the reserve. The line is what's in the tanks. If the line falls short of the bar, the plan doesn't work.

Use

Every input has a unit menu, so you can type values in the units you already have. Results follow your units.

Show the work

  1. Time = distance ÷ groundspeedt = \frac{150\ \text{nm}}{120\ \text{kt}} = 1.25\ \text{h}
  2. Fuel = time × burn1.25 \times 7 = 8.75\ \text{gal}
  3. Reserve\frac{30}{60} \times 7 = 3.5\ \text{gal}
  4. Required = taxi + en route + reserve1.4 + 8.75 + 3.5 = 13.65\ \text{gal}

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Enter distance, groundspeed (from the wind triangle tool), fuel burn from your POH cruise chart, and usable fuel on board. Pick the reserve in "More settings."

  • Climb burns more than cruise. Many POHs list extra fuel for the climb.
  • Headwinds often turn out stronger than forecast. Check fuel against the plan in flight.

For learning and estimation. Verify with applicable codes, standards, and a qualified professional before using in design, construction, or safety-critical work.

Cheat card

t=dGSt = \frac{d}{\text{GS}}
fuel=t×burn\text{fuel} = t \times \text{burn}
required=taxi+en route+reserve\text{required} = \text{taxi} + \text{en route} + \text{reserve}
SymbolMeaningUnit
dddistancenm
GS\text{GS}groundspeedkt
burn\text{burn}fuel flowgal/h
  • Use groundspeed, not airspeed. A 20 kt headwind on a 110 kt airplane adds about 22% to the time and fuel.
  • US minimum reserves are 30 minutes day VFR and 45 minutes night VFR or IFR (14 CFR 91.151, 91.167).
  • Only usable fuel counts. Check the POH for unusable fuel.

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Where it’s used

  • Aerospace
    Every cross-country flight plan works out time and fuel for each leg this way.
  • Driving & Travel
    The same time-speed-distance ratio plans road trips and boat trips.

Questions people ask

How do you calculate fuel for a flight?

Time en route is distance ÷ groundspeed. Multiply by fuel burn. Then add taxi fuel and the required reserve. 240 nm at 115 kt is about 2.1 h; at 8.5 gal/h that's 17.7 gal, plus about 1.4 for taxi and 4.25 for a 30-minute reserve.

What are the VFR fuel reserve requirements?

In the US, enough to fly to the destination and then 30 more minutes by day or 45 at night at normal cruise (14 CFR 91.151). IFR requires reaching the destination, any alternate, and then 45 minutes. Many pilots use an hour as a personal minimum.

Why use groundspeed instead of airspeed?

Fuel burns by the hour, and hours depend on how fast you cover ground. A headwind lowers groundspeed, so the same trip takes longer and burns more.