How to calculate the value of specific enthalpy of R134a in vapor state?
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MathWorks Support Team
2017 年 8 月 18 日
編集済み: MathWorks Support Team
2021 年 12 月 30 日
Why does the calculated enthalpy value of R134a in vapor state differ from the value shown in the following diagram?

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MathWorks Support Team
2021 年 12 月 30 日
編集済み: MathWorks Support Team
2021 年 11 月 22 日
Since you are interpolating the value of specific internal energy "u", you are observing this difference.
You can compute specific enthalpy "h" from the specific internal energy "u", pressure "p", and specific volume "v":
>> u_sat_v = interp1( r134aPropertyTables.p, r134aPropertyTables.vapor.u_sat, p)
>> v_sat_v = interp2( r134aPropertyTables.p, r134aPropertyTables.vapor.unorm, r134aPropertyTables.vapor.v, p, 1)
>> h_sat_v = u_sat_v + p*1e3*v_sat_v
To get "v_sat_v", I interpolated the table at unorm = 1, where "unorm" is what we call the normalized internal energy, because that corresponds to the vapor saturation line.
For liquid, specific volume is very small, so specific enthalpy and specific internal energy are very close in value.
In general, please be careful about comparing values of enthalpy, internal energy, and entropy from different sources because they are state properties, which means they can have an arbitrary reference value.
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