.FCSys.Species.H2O.Liquid.Fixed

Information

Assumptions:

  1. The generalized resistivities (η, θ) are fixed (e.g., independent of thermodynamic state).

The default resistivities (η = 1/(855e-6*U.Pa*U.s) and θ = U.m*U.K/(613e-3*U.W)) are of H2O liquid at saturation pressure and 300 K from Incropera and DeWitt [Incropera2002, p. 921]. Table 1 lists the properties at saturation pressure and other temperatures. See also http://www.engineeringtoolbox.com/water-dynamic-kinematic-viscosity-d_596.html.

Table 1: Properties of H2O liquid at saturation pressure [Incropera2002, pp. 924–925].
T
/U.K
cp*U.kg*U.K
/(U.J*Data.m)
η
*U.Pa*U.s
θ*U.W
/(U.m*U.K)
273.1542171/1750e-61/569e-3
27542111/1652e-61/574e-3
28041981/1422e-61/582e-3
28541891/1225e-61/590e-3
29041841/1080e-61/598e-3
29541811/959e-61/606e-3
30041791/855e-61/613e-3
30541781/769e-61/620e-3
31041781/695e-61/628e-3
31541791/631e-61/634e-3
32041801/577e-61/640e-3
32541821/528e-61/645e-3
33041841/489e-61/650e-3
33541861/453e-61/656e-3
34041881/420e-61/660e-3
34541911/389e-61/668e-3
35041951/365e-61/668e-3
35541991/343e-61/671e-3
36042031/324e-61/674e-3
36542091/306e-61/677e-3
37042141/289e-61/679e-3
373.1542171/279e-61/680e-3
37542201/274e-61/681e-3
38042261/260e-61/683e-3
38542321/248e-61/685e-3
39042391/237e-61/686e-3
40042561/217e-61/688e-3
41042781/200e-61/688e-3
42043021/185e-61/688e-3
43043311/173e-61/685e-3
44043601/162e-61/682e-3
45044001/152e-61/678e-3
46044401/143e-61/673e-3
47044801/136e-61/667e-3
48045301/129e-61/660e-3
49045901/124e-61/651e-3
50046601/118e-61/642e-3
51047401/113e-61/631e-3
52048401/108e-61/621e-3
53049501/104e-61/608e-3
54050801/101e-61/594e-3
55052401/97e-61/580e-3
56054301/94e-61/563e-3
57056801/91e-61/548e-3
58060001/88e-61/528e-3
59064101/84e-61/513e-3
60070001/81e-61/497e-3
61078501/77e-61/467e-3
62093501/72e-61/444e-3
635106001/70e-61/430e-3
630126001/67e-61/412e-3
635164001/64e-61/392e-3
640260001/59e-61/367e-3

The specific heat capacity is not fixed because it would affect the chemical potential and result in an incorrect saturation pressure.

For more information, please see the Species model.


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