Inputs

Results

Enter your values and select Calculate.

Educational use only. Results are not certified for operational flight planning or aircraft performance decisions. Always use approved aircraft documentation and official aviation information before flight.

How to use this calculator

  1. Enter Elevation or indicated altitude in feet or meters.
  2. Enter the current Altimeter setting and select the unit it was reported in, inHg or hPa.
  3. Read the pressure altitude, the rule-of-thumb estimate and the standard pressure at that altitude.

The first field accepts either a field elevation, for a pressure altitude on the ground, or the altitude an altimeter is indicating in flight on the setting you enter. The setting must be between 850 and 1100 hPa (about 25.10 to 32.48 inHg). Check the unit selector before typing: a value such as 29.42 belongs with inHg and a value such as 996 with hPa. To move a setting between the two units, use the altimeter pressure conversion calculator.

Formula

PA = elevation + 145 442.16 × [ 1 − (setting ÷ 1013.25)^0.190263 ]

rule of thumb: PA ≈ elevation + (29.92 − setting in inHg) × 1 000

What the variables mean

PA
pressure altitude in feet, the altitude shown with 29.92 inHg / 1013.25 hPa set
elevation
field elevation or indicated altitude in feet
setting
altimeter setting (QNH), in hPa in the exact formula

Worked example

These example values are illustrative round numbers, not data for any particular aircraft. Select "Fill in the example" in the calculator to load them.

Inputs

  • Elevation or indicated altitude: 2500 ft
  • Altimeter setting: 29.42 inHg

Working

  1. Altimeter setting = 996.28 hPa (29.42 inHg).
  2. Correction = 145 442.16 × [1 − (996.28 ÷ 1013.25)^0.190263] = 467 ft.
  3. PA = 2,500 + (467) = 2,967 ft.

Result

  • Pressure altitude: 2,967 ft (904 m)
  • Rule-of-thumb estimate: 3,000 ft (1 000 ft per inHg away from 29.92)
  • Standard pressure at that altitude: 909.2 hPa (26.85 inHg)

Reading the result

Pressure altitude is the exact result, in feet with meters beside it. Rule-of-thumb estimate uses 1,000 ft for each inch of mercury the setting differs from 29.92; it is an approximation, usually within a few tens of feet near sea level for ordinary settings, and is shown so you can judge the shortcut against the formula. Standard pressure at that altitude is the pressure, in hPa and inHg, that the standard atmosphere has at the computed pressure altitude. A setting above standard gives a pressure altitude below the elevation, and a setting below standard gives one above it.

Assumptions and limitations

  • The relation between pressure and height is that of the standard atmosphere, with its fixed sea-level temperature and lapse rate.
  • The altimeter setting is assumed to be current and valid for the place where the elevation or indicated altitude applies.
  • The altimeter is assumed to be free of instrument error; no correction is made for an individual instrument.
  • Air temperature is not an input, so the result says nothing about true height above the ground on a cold or hot day.
  • Entering exactly 29.92 inHg leaves a difference of about 1 ft, because the standard setting is 29.9213 inHg when written in full.
  • The 1,000 ft per inHg shortcut is linear, while the real relationship is curved, so the two rows drift apart at high elevations and extreme settings.

Common mistakes

  • Applying the correction with the wrong sign, lowering the altitude when the setting is below standard.
  • Confusing pressure altitude with density altitude, which also needs temperature.
  • Entering the station pressure measured at the field instead of the altimeter setting.
  • Using roughly 30 ft per hPa as if it held at all altitudes, when the figure grows as the air thins.
  • Selecting inHg and typing a value in hPa, which the range check will reject.
  • Treating pressure altitude as height above terrain or as true altitude above sea level.

References

  1. Federal Aviation Administration, Pilot's Handbook of Aeronautical Knowledge (FAA-H-8083-25).
  2. U.S. National Weather Service, Pressure Altitude Calculator (formulas).
  3. NOAA, NASA and the U.S. Air Force, U.S. Standard Atmosphere, 1976.

These public sources explain the formulas and definitions used here. Citing them does not mean they have reviewed, endorsed or certified AviationCalc.

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