Air_Mesitylene.hpp
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1// -*- mode: C++; tab-width: 4; indent-tabs-mode: nil; c-basic-offset: 4 -*-
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3/*
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27#ifndef OPM_BINARY_COEFF_AIR_MESITYLENE_HPP
28#define OPM_BINARY_COEFF_AIR_MESITYLENE_HPP
29
32
33namespace Opm
34{
35namespace BinaryCoeff
36{
37
42{
43public:
47 template <class Evaluation>
48 static Evaluation henry(const Evaluation& /*temperature*/)
49 { throw std::runtime_error("Not implemented: Henry coefficient of air in mesitylene"); }
50
58 template <class Evaluation>
59 static Evaluation gasDiffCoeff(Evaluation temperature, Evaluation pressure)
60 {
61 typedef Air<double> Air;
63
64 temperature = max(temperature, 1e-9); // regularization
65 temperature = min(temperature, 500.0); // regularization
66 pressure = max(pressure, 0.0); // regularization
67 pressure = min(pressure, 1e8); // regularization
68
69 const double M_m = 1e3*Mesitylene::molarMass(); // [g/mol] molecular weight of mesitylene
70 const double M_a = 1e3*Air::molarMass(); // [g/mol] molecular weight of air
71 const double Tb_m = 437.9; // [K] boiling temperature of mesitylene
72 const double sigma_a = 3.711; // charact. length of air
73 const double T_scal_a = 78.6; // [K] (molec. energy of attraction/Boltzmann constant)
74 const double V_B_m = 162.6; // [cm^3/mol] LeBas molal volume of mesitylene
75 const double sigma_m = 1.18*std::pow(V_B_m, 0.333); // charact. length of mesitylene
76 const double sigma_am = 0.5*(sigma_a + sigma_m);
77 const double T_scal_m = 1.15*Tb_m;
78 const double T_scal_am = std::sqrt(T_scal_a*T_scal_m);
79
80 Evaluation T_star = temperature/T_scal_am;
81 T_star = max(T_star, 1e-5); // regularization
82
83 const Evaluation Omega = 1.06036/pow(T_star, 0.1561) + 0.193/exp(T_star*0.47635)
84 + 1.03587/exp(T_star*1.52996) + 1.76474/exp(T_star*3.89411);
85 const double B_ = 0.00217 - 0.0005*std::sqrt(1.0/M_a + 1.0/M_m);
86 const double Mr = (M_a + M_m)/(M_a*M_m);
87 const Evaluation D_am = (B_*pow(temperature, 1.5) * std::sqrt(Mr))
88 /(1e-5*pressure*std::pow(sigma_am, 2.0) * Omega); // [cm^2/s]
89
90 return 1e-4*D_am; // [m^2/s]
91 }
92
96 template <class Evaluation>
97 static Evaluation liquidDiffCoeff(const Evaluation& /*temperature*/, const Evaluation& /*pressure*/)
98 { throw std::runtime_error("Not implemented: Binary liquid diffusion coefficients of air and mesitylene"); }
99};
100
101} // namespace BinaryCoeff
102} // namespace Opm
103
104#endif
A simple class implementing the fluid properties of air.
Definition: Air.hpp:47
static Scalar molarMass()
The molar mass in of .
Definition: Air.hpp:80
Binary coefficients for water and mesitylene.
Definition: Air_Mesitylene.hpp:42
static Evaluation henry(const Evaluation &)
Definition: Air_Mesitylene.hpp:48
static Evaluation gasDiffCoeff(Evaluation temperature, Evaluation pressure)
Binary diffusion coefficent [m^2/s] for air and mesitylene. I used the method according to Wilke and ...
Definition: Air_Mesitylene.hpp:59
static Evaluation liquidDiffCoeff(const Evaluation &, const Evaluation &)
Diffusion coefficent [m^2/s] for molecular mesitylene in liquid water.
Definition: Air_Mesitylene.hpp:97
Component for Mesitylene.
Definition: Mesitylene.hpp:45
static Scalar molarMass()
The molar mass in of mesitylene.
Definition: Mesitylene.hpp:58
Definition: Air_Mesitylene.hpp:34
Evaluation exp(const Evaluation &value)
Definition: MathToolbox.hpp:403
Evaluation sqrt(const Evaluation &value)
Definition: MathToolbox.hpp:399
ReturnEval_< Evaluation1, Evaluation2 >::type min(const Evaluation1 &arg1, const Evaluation2 &arg2)
Definition: MathToolbox.hpp:346
ReturnEval_< Evaluation1, Evaluation2 >::type max(const Evaluation1 &arg1, const Evaluation2 &arg2)
Definition: MathToolbox.hpp:341
ReturnEval_< Evaluation1, Evaluation2 >::type pow(const Evaluation1 &base, const Evaluation2 &exp)
Definition: MathToolbox.hpp:416