Calculate moist air enthalpy from dry bulb and humidity ratio or RH. Compare two air states to find the total heat transfer for coil sizing.
This enthalpy calculator returns moist-air enthalpy and humidity ratio from dry-bulb temperature and relative humidity. Enter a second air state to read the enthalpy difference (ΔH) and humidity-ratio difference (ΔW) between the two points — the total-heat and moisture change a coil or process produces.
Enthalpy is the single number that captures both sensible and latent heat, so it is the basis for cooling- and heating-coil load, energy-recovery effectiveness, and economizer enthalpy changeover. The tool also shows the worked formula for each state so you can trace exactly how the result was obtained.
| Enthalpy | h = 0.240 · T + W · (1061 + 0.444 · T) [BTU/lb dry air] |
| Saturation pressure | Pws = 0.6112 · exp(17.67 · T ÷ (T + 243.5)) kPa (T in °C) |
| Humidity ratio | W = 0.622 · Pw ÷ (P − Pw) |
| Difference | ΔH = h1 − h2, ΔW = W1 − W2 |
Enthalpy uses the standard IP moist-air relation h = 0.240 · T + W · (1061 + 0.444 · T), where 0.240 BTU/lb·°F is the specific heat of dry air and 1061 + 0.444 · T is the enthalpy of the water vapor. Humidity ratio comes from W = 0.622 · Pw ÷ (P − Pw) with vapor pressure Pw = RH · Pws and a Magnus-type saturation pressure, at standard sea-level pressure (P ≈ 101.325 kPa, 14.696 psia). These relations follow ASHRAE Fundamentals Chapter 1 psychrometrics.
This calculator handles one step. AIM Works runs the complete MEP design workflow — thermal load calculations, duct & pipe networks, equipment selection, code compliance, and an AI design assistant — in one tool.
Results are design estimates for preliminary sizing. Verify final designs against applicable codes and standards — engineering judgment and a licensed professional engineer’s review are required.