How is air density calculated?
From the equation of state for dry air.
- Density falls with height and with higher temperature
- Humid air is less dense than dry air (water vapour is lighter than N₂ and O₂)
17 formulas and the ideas behind them, grouped by topic. Understand each one, then practise it on the question bank.
From the equation of state for dry air.
15 °C, 1013.25 hPa, 1.225 kg/m³. Temperature falls 1.98 °C / 1 000 ft (6.5 °C/km) up to 11 km (36 090 ft).
Correct the elevation for the difference between 1013 hPa and the QNH.
True altitude differs from indicated by about 4 ft per 1000 ft per °C of ISA deviation.
Subtract the elevation expressed in hPa.
True altitude = pressure altitude corrected for the actual (non-ISA) temperature.
Use the dew-point spread. The temperature falls 3 °C per 1000 ft and the dew point 0.5 °C, so they close 2.5 °C per 1000 ft.
Cloud base height (ft) ≈ 400 × (T − Td), or 125 m per °C of spread.
The wind balanced between the pressure gradient force and the Coriolis force, blowing parallel to straight isobars.
The wind that blows parallel to the isobars when the pressure gradient force balances the Coriolis force.
Start from pressure altitude and add 120 ft for every °C above ISA.
Take off 2 °C per 1000 ft from the surface value.
Divide the surface temperature by the lapse rate.
Work out the ISA deviation at the level, then multiply.
T = T₀ − 2 °C per 1 000 ft (ISA lapse rate 1.98).
In class every formula is built from a diagram first, then practised until it is automatic.