Basic thermodynamics type based on the use of fitting functions for cp, h, s obtained from the template argument type thermo. All other properties are derived from these primitive functions. More...
#include <specie/specieThermo.H>
Basic thermodynamics type based on the use of fitting functions for cp, h, s obtained from the template argument type thermo. All other properties are derived from these primitive functions.
Definition at line 91 of file specieThermo.H.
Public Member Functions | |
| specieThermo (const thermo &sp) | |
| construct from components
| |
| specieThermo (Istream &) | |
| Construct from Istream.
| |
| specieThermo (const word &name, const specieThermo &) | |
| Construct as named copy.
| |
| scalar | cv (const scalar T) const |
| Heat capacity at constant volume [J/(kmol K)].
| |
| scalar | gamma (const scalar T) const |
| gamma = cp/cv []
| |
| scalar | e (const scalar T) const |
| Internal energy [J/kmol].
| |
| scalar | es (const scalar T) const |
| Sensible internal energy [J/kmol].
| |
| scalar | g (const scalar T) const |
| Gibbs free energy [J/kmol].
| |
| scalar | a (const scalar T) const |
| Helmholtz free energy [J/kmol].
| |
| scalar | Cp (const scalar T) const |
| Heat capacity at constant pressure [J/(kg K)].
| |
| scalar | Cv (const scalar T) const |
| Heat capacity at constant volume [J/(kg K)].
| |
| scalar | H (const scalar T) const |
| Enthalpy [J/kg].
| |
| scalar | Hs (const scalar T) const |
| Sensible enthalpy [J/kg].
| |
| scalar | Hc () const |
| Chemical enthalpy [J/kg].
| |
| scalar | S (const scalar T) const |
| Entropy [J/(kg K)].
| |
| scalar | E (const scalar T) const |
| Internal energy [J/kg].
| |
| scalar | G (const scalar T) const |
| Gibbs free energy [J/kg].
| |
| scalar | A (const scalar T) const |
| Helmholtz free energy [J/kg].
| |
| scalar | K (const scalar T) const |
| Equilibrium constant [] i.t.o fugacities.
| |
| scalar | Kp (const scalar T) const |
| Equilibrium constant [] i.t.o. partial pressures.
| |
| scalar | Kc (const scalar T) const |
| Equilibrium constant i.t.o. molar concentration.
| |
| scalar | Kx (const scalar T, const scalar p) const |
| Equilibrium constant [] i.t.o. mole-fractions.
| |
| scalar | Kn (const scalar T, const scalar p, const scalar n) const |
| Equilibrium constant [] i.t.o. number of moles.
| |
| scalar | TH (const scalar H, const scalar T0) const |
| Temperature from Enthalpy given an initial temperature T0.
| |
| scalar | THs (const scalar Hs, const scalar T0) const |
| Temperature from sensible Enthalpy given an initial T0.
| |
| scalar | TE (const scalar E, const scalar T0) const |
| Temperature from internal energy given an initial temperature T0.
| |
| void | operator+= (const specieThermo &) |
| void | operator-= (const specieThermo &) |
| void | operator*= (const scalar) |
Friends | |
| specieThermo | operator+ (const specieThermo &, const specieThermo &) |
| specieThermo | operator- (const specieThermo &, const specieThermo &) |
| specieThermo | operator* (const scalar s, const specieThermo &) |
| specieThermo | operator== (const specieThermo &, const specieThermo &) |
| Ostream & | operator (Ostream &, const specieThermo &) |
| specieThermo | ( | const thermo & | sp ) | [inline]
|
construct from components
Definition at line 32 of file specieThermoI.H.
| specieThermo | ( | Istream & | is ) |
| specieThermo | ( | const word & | name, |
| const specieThermo< thermo > & | st | ||
| ) | [inline]
|
Construct as named copy.
Definition at line 81 of file specieThermoI.H.
| Foam::scalar cv | ( | const scalar | T ) | const [inline]
|
Heat capacity at constant volume [J/(kmol K)].
Definition at line 93 of file specieThermoI.H.
References cp.
| Foam::scalar gamma | ( | const scalar | T ) | const [inline]
|
| Foam::scalar e | ( | const scalar | T ) | const [inline]
|
| Foam::scalar es | ( | const scalar | T ) | const [inline]
|
| Foam::scalar g | ( | const scalar | T ) | const [inline]
|
| Foam::scalar a | ( | const scalar | T ) | const [inline]
|
| Foam::scalar Cp | ( | const scalar | T ) | const [inline]
|
Heat capacity at constant pressure [J/(kg K)].
Definition at line 136 of file specieThermoI.H.
References cp.
| Foam::scalar Cv | ( | const scalar | T ) | const [inline]
|
Heat capacity at constant volume [J/(kg K)].
Definition at line 143 of file specieThermoI.H.
| Foam::scalar H | ( | const scalar | T ) | const [inline]
|
| Foam::scalar Hs | ( | const scalar | T ) | const [inline]
|
| Foam::scalar Hc | ( | ) | const [inline]
|
Chemical enthalpy [J/kg].
Definition at line 164 of file specieThermoI.H.
| Foam::scalar S | ( | const scalar | T ) | const [inline]
|
Entropy [J/(kg K)].
Definition at line 171 of file specieThermoI.H.
| Foam::scalar E | ( | const scalar | T ) | const [inline]
|
| Foam::scalar G | ( | const scalar | T ) | const [inline]
|
Gibbs free energy [J/kg].
Definition at line 185 of file specieThermoI.H.
| Foam::scalar A | ( | const scalar | T ) | const [inline]
|
Helmholtz free energy [J/kg].
Definition at line 192 of file specieThermoI.H.
| Foam::scalar K | ( | const scalar | T ) | const [inline]
|
Equilibrium constant [] i.t.o fugacities.
= PIi(fi/Pstd)^nui
Definition at line 199 of file specieThermoI.H.
References Foam::exp(), and T.
| Foam::scalar Kp | ( | const scalar | T ) | const [inline]
|
Equilibrium constant [] i.t.o. partial pressures.
= PIi(pi/Pstd)^nui For low pressures (where the gas mixture is near perfect) Kp = K
Definition at line 215 of file specieThermoI.H.
References K.
| Foam::scalar Kc | ( | const scalar | T ) | const [inline]
|
Equilibrium constant i.t.o. molar concentration.
= PIi(ci/cstd)^nui For low pressures (where the gas mixture is near perfect) Kc = Kp(pstd/(RR*T))^nu
Definition at line 222 of file specieThermoI.H.
References equal(), and Foam::pow().
| Foam::scalar Kx | ( | const scalar | T, |
| const scalar | p | ||
| ) | const [inline]
|
Equilibrium constant [] i.t.o. mole-fractions.
For low pressures (where the gas mixture is near perfect) Kx = Kp(pstd/p)^nui
Definition at line 237 of file specieThermoI.H.
References equal(), and Foam::pow().
| Foam::scalar Kn | ( | const scalar | T, |
| const scalar | p, | ||
| const scalar | n | ||
| ) | const [inline]
|
Equilibrium constant [] i.t.o. number of moles.
For low pressures (where the gas mixture is near perfect) Kn = Kp(n*pstd/p)^nui where n = number of moles in mixture
Definition at line 255 of file specieThermoI.H.
References equal(), and Foam::pow().
| Foam::scalar TH | ( | const scalar | H, |
| const scalar | T0 | ||
| ) | const [inline]
|
Temperature from Enthalpy given an initial temperature T0.
Definition at line 274 of file specieThermoI.H.
References T.
| Foam::scalar THs | ( | const scalar | Hs, |
| const scalar | T0 | ||
| ) | const [inline]
|
Temperature from sensible Enthalpy given an initial T0.
Definition at line 285 of file specieThermoI.H.
References T.
| Foam::scalar TE | ( | const scalar | E, |
| const scalar | T0 | ||
| ) | const [inline]
|
Temperature from internal energy given an initial temperature T0.
Definition at line 296 of file specieThermoI.H.
References T.
| void operator+= | ( | const specieThermo< thermo > & | ) | [inline]
|
| void operator-= | ( | const specieThermo< thermo > & | ) | [inline]
|
| void operator*= | ( | const scalar | s ) | [inline]
|
Definition at line 326 of file specieThermoI.H.
| specieThermo operator+ | ( | const specieThermo< thermo > & | , |
| const specieThermo< thermo > & | |||
| ) | [friend]
|
| specieThermo operator- | ( | const specieThermo< thermo > & | , |
| const specieThermo< thermo > & | |||
| ) | [friend]
|
| specieThermo operator* | ( | const scalar | s, |
| const specieThermo< thermo > & | |||
| ) | [friend]
|
| specieThermo operator== | ( | const specieThermo< thermo > & | , |
| const specieThermo< thermo > & | |||
| ) | [friend]
|
| Ostream& operator | ( | Ostream & | , |
| const specieThermo< thermo > & | |||
| ) | [friend]
|