Explain enthalpy and its use on a psychrometric chart.

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Multiple Choice

Explain enthalpy and its use on a psychrometric chart.

Explanation:
Enthalpy is the total heat content per kilogram of moist air, including both sensible heat (related to temperature) and latent heat (related to moisture). On a psychrometric chart you don’t just track temperature and humidity separately—you use enthalpy to combine them. A common way to estimate it is h ≈ 1.006 T + w(2501 + 1.86 T), where T is the dry-bulb temperature and w is the humidity ratio. This shows how enthalpy rises with higher temperature and/or more moisture. Enthalpy is useful because the change in enthalpy between two states equals the heat transferred per kilogram of dry air. So if air is cooled and dehumidified, its enthalpy decreases; if it’s heated, enthalpy increases. On the chart, you can follow or compare lines of constant enthalpy to visualize energy changes and compute coil loads, energy efficiency, and the split between sensible and latent cooling.

Enthalpy is the total heat content per kilogram of moist air, including both sensible heat (related to temperature) and latent heat (related to moisture). On a psychrometric chart you don’t just track temperature and humidity separately—you use enthalpy to combine them. A common way to estimate it is h ≈ 1.006 T + w(2501 + 1.86 T), where T is the dry-bulb temperature and w is the humidity ratio. This shows how enthalpy rises with higher temperature and/or more moisture.

Enthalpy is useful because the change in enthalpy between two states equals the heat transferred per kilogram of dry air. So if air is cooled and dehumidified, its enthalpy decreases; if it’s heated, enthalpy increases. On the chart, you can follow or compare lines of constant enthalpy to visualize energy changes and compute coil loads, energy efficiency, and the split between sensible and latent cooling.

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