Paritian

Automotive

Glide Distance Calculator (How Far Can I Glide After an Engine Failure?)

How far an aircraft, glider or paraglider can glide from a given height, from its glide ratio, with the effect of headwind or tailwind and the time in the air.

Results

Distance you can glide over the ground 6.3 NM
The same in kilometres 11.6 km
Distance in still air 7.4 NM
Time in the air 6.8 min
Rate of sink 731 ft/min
How it changes
Distance you can glide over the groundHeadwind (negative for tailwind) -20 – 30. Distance you can glide over the ground: 9.68483 → 3.98787Distance you can glide over the ground0246810-20-100102030Headwind (negative for tailwind) (kt)

The dashed line marks the value you entered.

What this tool does

The glide ratio is the distance covered for each unit of height lost: at 9:1, every 1,000 ft of height buys about 9,000 ft (1.5 NM) in still air; modern gliders reach 40:1 and more. A headwind does not change how long you stay up, but it cuts the distance by the fraction (V − headwind) ÷ V, so a 10 kt headwind at 65 kt costs about 15 %. Use the speed for best glide from the flight manual, and treat the answer as a ceiling: turns, a windmilling propeller, sink in the air and the need to pick a field and a pattern reduce it.

Formula

still-air distance = height × glide ratio · over the ground × (V − headwind) ÷ V · sink rate = V ÷ glide ratio

Variables

SymbolMeaningUnit
hHeight above the groundft
ldGlide ratio (distance forward per unit of height lost)—
vaAirspeed you glide atkt
hwHeadwind (negative for tailwind)kt
GDDistance you can glide over the groundNM
GKThe same in kilometreskm
GNDistance in still airNM
GTTime in the airmin
SRRate of sinkft/min

Worked example

  • Height above the ground5000 ft
  • Glide ratio (distance forward per unit of height lost)9
  • Airspeed you glide at65 kt
  • Headwind (negative for tailwind)10 kt
  • Distance you can glide over the ground6.3 NM
  • The same in kilometres11.6 km
  • Distance in still air7.4 NM
  • Time in the air6.8 min
  • Rate of sink731 ft/min

Limitations

  • The formula assumes ideal conditions: no friction losses, no air resistance and no efficiency losses unless you enter them.
  • For work that must comply with a standard or be signed off, check the result against the applicable code and have it reviewed by a qualified engineer.