Pressure at Altitude Calculator
Calculate atmospheric pressure at any altitude using the barometric formula.
Enter elevation in feet or meters to get pressure in hPa, mb, inHg, and psi.
How Pressure Altitude Works
Pressure altitude is the altitude at which the International Standard Atmosphere (ISA) would have the same atmospheric pressure as currently observed at your location. It is the reference altitude used for aircraft performance calculations and altimeter settings.
Standard atmosphere reference:
- Sea level pressure: 1013.25 hPa (29.92 inHg)
- Sea level temperature: 15°C (59°F)
- Pressure lapse rate: approximately 1 hPa per 27 feet up to 5,000 ft
Pressure altitude formula:
Pressure Altitude (ft) = (1013.25 − Station Pressure in hPa) × 27.3 + Elevation (ft)
Worked example:
- Airport elevation: 2,400 ft
- Current altimeter setting (QNH): 29.78 inHg = 1008 hPa
PA = (1013.25 − 1008) × 27.3 + 2,400 PA = 5.25 × 27.3 + 2,400 PA = 143 + 2,400 = 2,543 ft pressure altitude
Why this matters for pilots:
Aircraft performance (takeoff roll, climb rate, engine power) depends on air density, not your GPS altitude. A hot, low-pressure day at a high-elevation airport can create a density altitude far higher than the physical elevation — effectively making the aircraft perform as if it were thousands of feet higher.
Density altitude (the actual performance reference):
DA = PA + [120 × (Outside Air Temp °C − ISA Temp at that altitude)]
ISA temperature at altitude = 15 − (2°C per 1,000 ft × altitude/1,000)
On a 35°C day at 2,543 ft PA, ISA temp = 15 − 5 = 10°C:
DA = 2,543 + [120 × (35 − 10)] = 2,543 + 3,000 = 5,543 ft density altitude
That airport effectively performs like a 5,500 ft airport on that hot day.