Estimate moist air enthalpy from temperature quickly today. Choose humidity inputs and pressure for accuracy. Export results, compare cases, and document HVAC analyses easily.
Enter temperature, pressure, and humidity. Choose a humidity input method for maximum flexibility.
This calculator reports the moist air enthalpy per unit dry air, a common HVAC convention. Using dry-bulb temperature T (°C) and humidity ratio w (kg/kgda):
Saturation vapor pressure Pws(T) is approximated with a common exponential correlation over liquid water.
| Case | T (°C) | Pressure (kPa) | RH (%) | Humidity ratio w (kg/kgda) | Enthalpy h (kJ/kgda) |
|---|---|---|---|---|---|
| Office comfort | 24 | 101.325 | 50 | ~0.009 | ~47 |
| Warm and humid | 30 | 101.325 | 70 | ~0.019 | ~79 |
| Cool and dry | 10 | 101.325 | 30 | ~0.002 | ~15 |
| High altitude | 20 | 80 | 40 | ~0.006 | ~35 |
Example values are approximate and depend on the saturation model and rounding.
Moist air enthalpy combines sensible heat from air temperature and latent heat tied to water vapor. HVAC engineers use it to estimate cooling coil loads, ventilation energy, and process air conditioning. Because it tracks energy per kilogram of dry air, it stays consistent during mixing calculations.
The calculator reports kJ/kgda, meaning energy per kilogram of dry air. This convention simplifies duct mixing and outdoor-air blending, where dry-air mass is conserved. If you need energy per kilogram of moist air, divide the result by (1 + w).
In comfort cooling, dry-bulb temperature often falls near 20–30 °C, while humidity ratio may sit near 0.006–0.012 kg/kgda. Under these conditions, enthalpy commonly spans about 35–60 kJ/kgda. Hot, humid climates can push values above 75 kJ/kgda, increasing dehumidification demand.
The latent term in the formula includes a large constant (~2501 kJ/kg) that represents water vaporization energy. Even small changes in w can dominate total enthalpy. For example, increasing w by 0.005 at 25 °C adds roughly 13 kJ/kgda.
Total pressure influences the humidity ratio derived from relative humidity. At lower pressure (high altitude), the same RH can correspond to a different vapor mass fraction. Enter site pressure when available, especially for mountain locations or aircraft cabin studies.
A quick coil load estimate uses Q̇ ≈ ṁda·(hin − hout). If dry-air mass flow is 1 kg/s and enthalpy drops from 70 to 45 kJ/kgda, the cooling rate is about 25 kW, excluding fan heat and radiation gains.
For two air streams, the mixed enthalpy is a dry-air-mass-weighted average: hmix = (ṁ1h1 + ṁ2h2)/(ṁ1 + ṁ2). This lets you compare outdoor-air strategies, economizer performance, and preconditioning savings.
Temperature errors of 1 °C shift enthalpy by roughly 1–2 kJ/kgda, depending on humidity. RH sensor drift can be more impactful in humid conditions. Use calibrated probes, record pressure when possible, and enable intermediate values for audits.
It is enthalpy per kilogram of dry air. This basis simplifies mixing and ventilation analysis because dry-air mass is conserved when air streams combine.
Yes. Enter temperature in °F and pressure in psi, then calculate. The tool converts internally to °C and kPa before computing humidity ratio and enthalpy.
Relative humidity relates to vapor pressure, but humidity ratio depends on vapor pressure relative to total pressure. Lower total pressure changes the vapor-to-dry-air mass relationship.
Use RH mode for typical weather or room inputs. Use humidity ratio mode when you already have psychrometric outputs from measurements, charts, or building simulation data.
Comfort conditions often fall around 35–60 kJ/kgda. Hot and humid outdoor air can exceed 75 kJ/kgda, while cool, dry air may be near 10–25 kJ/kgda.
Negative enthalpy can occur for sub‑zero temperatures when referenced to 0 °C. It is not an error; it reflects the chosen reference state in the standard HVAC enthalpy expression.
It is a practical approximation suitable for many HVAC ranges. For extreme temperatures or high accuracy work, use a full psychrometric library and compare against laboratory-grade correlations.
Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.