The following equations are given for translational motion (for a molecule). Using these equations, calculate the translation contributions of the water molecule for the standard (1 bar) internal energy, enthalpy, entropy and Gibbs energy for 298.15 K. 3. Utr Htr = 5kB (2amkgT\3/2 kBT Str + kgln h2 where m is the mass of the molecule and P is the pressure (1 bar).

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The following equations are given for translational motion
(for a molecule). Using these equations, calculate the
translation contributions of the water molecule for the
standard (1 bar) internal energy, enthalpy, entropy and
Gibbs energy for 298.15 K.
3
Utr
- T
Htr =
5kB
(2rmkgT 3/2 kBT
Str
+ kgln
2
h2
P
where m is the mass of the molecule and P is the pressure
(1 bar).
Transcribed Image Text:The following equations are given for translational motion (for a molecule). Using these equations, calculate the translation contributions of the water molecule for the standard (1 bar) internal energy, enthalpy, entropy and Gibbs energy for 298.15 K. 3 Utr - T Htr = 5kB (2rmkgT 3/2 kBT Str + kgln 2 h2 P where m is the mass of the molecule and P is the pressure (1 bar).
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