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Calcimator

Density Altitude Calculator

Calculate density altitude from field elevation, altimeter setting, temperature, and dewpoint. Essential for takeoff and landing performance planning.

About this calculator

Density altitude is the altitude your aircraft "feels" it's flying at once air density is accounted for, and it's the number your POH performance charts actually expect. This calculator gets there in stages: first it converts field elevation to pressure altitude by adjusting for how far the current altimeter setting sits from the standard 29.92 inHg (each 0.01 inHg off standard shifts pressure altitude by about 10 ft). It then works out what temperature ISA predicts for that same pressure altitude, using the standard lapse rate of 2°C per 1,000 ft, and compares it to your entered outside air temperature to get the ISA deviation.

Density altitude itself is estimated with the Koch chart approximation — pressure altitude plus roughly 120 ft for every degree Celsius the air is warmer than standard — a fixed linear multiplier chosen for quick cockpit mental math rather than a full atmospheric-physics model. If you supply a dewpoint, the calculator also estimates relative humidity from the vapor-pressure ratio and adds a modest correction, since moist air is slightly less dense than dry air at the same temperature and pressure. The power-loss and takeoff-distance-increase figures (roughly 3% and 10% per 1,000 ft of density altitude, respectively) are rough generalizations for planning awareness, not substitutes for your aircraft's actual performance charts — always cross-check hot-and-high or high-elevation departures against the POH before committing to a takeoff.

Inputs

ft

Sea level to ~14,000 ft for US airports

inHg

Typical: 29.82–30.12 inHg

°F

Hot day: 35–40°C, Standard: 15°C at sea level

Results

Density Altitude

8,006 ft

≈ 7 Eiffel Towers

Pressure Altitude5,000 ft
ISA Deviation170.6°F
Relative Humidity29%
Approx. Power Loss24%
Takeoff Distance Increase80%
How to Use This Calculator
  1. Enter your airport's field elevation (from sectional chart or airport directory).
  2. Enter the current altimeter setting from ATIS or METAR.
  3. Enter the outside air temperature (OAT) in Celsius.
  4. Optionally enter the dewpoint for humidity correction.
  5. Use the density altitude result to look up performance in your POH/AFM.

How the result changes across these scenarios

ScenarioDensity Altitude
Hot & High (Denver Summer)9,589 ft
Sea Level Standard5 ft
Mountain Airport11,955 ft

What each input means

Field Elevation
Airport elevation above mean sea level (MSL) in feet. Found on sectional charts or airport facility directory.
Altimeter Setting (QNH)
Current altimeter setting in inches of mercury. Get from ATIS, AWOS, or METAR.
Outside Air Temperature (OAT)
Current outside air temperature in Celsius. Higher temps = higher density altitude = worse performance.
Dewpoint
Current dewpoint temperature in Celsius. Closer to OAT means higher humidity and slightly higher density altitude.

What each result means

Density Altitude
The altitude at which the aircraft 'feels' it is flying — use this for performance chart lookups.
Pressure Altitude
Field elevation corrected for non-standard pressure.
ISA Deviation
How far temperature is from standard. Positive = hotter than standard.
Relative Humidity
Estimated from OAT and dewpoint spread.
Approx. Power Loss
Rough estimate — about 3% per 1,000 ft of density altitude.
Takeoff Distance Increase
Approximate increase in takeoff roll — about 10% per 1,000 ft of density altitude.

How this is calculated

Worked example, using the default values

  1. Pressure Altitude
    PA = Field Elevation + (29.92 − Altimeter) × 1000
    5,000 + (29.92 − 29.92) × 1000 = 5,000 ft
  2. ISA Standard Temperature
    ISA Temp = 15°C − 2°C × (PA ÷ 1000)
    15 − 2 × (5,000 ÷ 1000) = 5.0°C
  3. ISA Deviation
    Deviation = OAT − ISA Temp
    30°C − 5.0°C = +25.0°C
  4. Density Altitude
    DA = PA + 120 × ISA Deviation
    5,000 + 120 × 25.0 = 8,006 ft

Engine last updated . Checked against 1 independently-derived test — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.

Frequently Asked Questions

Why does the calculator ask for altimeter setting instead of just field elevation?

Pressure altitude corrects field elevation for current barometric pressure, and the calculator adds (29.92 minus your altimeter setting) times 1,000 ft to field elevation to get it. On a low-pressure day, pressure altitude ends up higher than field elevation, which pushes density altitude up even with the same field elevation and temperature.

How is the density altitude number actually derived?

Density altitude equals pressure altitude plus 120 times the ISA deviation, where ISA deviation is your entered OAT minus the ISA standard temperature for that pressure altitude (15°C minus 2°C per 1,000 ft). This is the Koch chart approximation, plus a small correction added when you supply a dewpoint.

What does entering a dewpoint change in the result?

Supplying a dewpoint lets the calculator estimate relative humidity from the ratio of actual to saturation vapor pressure at your OAT, then adds a modest correction on top of the dry-air density altitude — roughly 100 ft per 10% relative humidity, scaled by temperature. Leaving the default dewpoint in place only has a minor effect since this correction is intentionally small next to the pressure and temperature terms.

How reliable are the power-loss and takeoff-distance-increase percentages?

They're generalized planning figures — about 3% power loss and 10% longer takeoff roll per 1,000 ft of density altitude — applied as flat multipliers rather than pulled from any specific engine or airframe's performance data. They're meant to build situational awareness before a hot-and-high or high-elevation departure; your POH's actual performance charts remain the numbers to fly by.

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