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The enthalpy of moist air with normal notations is given by
1. h = (1.005 + 1.88ω)t + 2500ω 
2. h = 1.88ωt + 2500ω 
3. h = 1.005ωt
4. h = (1.88 + 1.005ω)t + 2500ω 

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Correct Answer - Option 1 : h = (1.005 + 1.88ω)t + 2500ω 

Concept:

Enthalpy of moist air is given by:

\(h = {h_{air}} + \omega {h_{vapour}}\)

where, hair = Cp,air × t

Calculation:

hair = 1.005 × t

and  hvapour at any temperature is:

hvapour = latent heat of vapour + Cp,vapour ­× t

hvapour = 2500 + 1.88t

hair = 1.005t + ω(2500 + 1.88t)

∴ hair = (1.005 + 1.88ω)t + 2500ω 

Therefore option (1) is correct.

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