Source code for yaeos.models.residual_helmholtz.cubic_eos.mixing_rules

"""Cubic EoS mixing rules implementations module."""

from abc import ABC, abstractmethod

import numpy as np

from yaeos.core import GeModel
from yaeos.lib import yaeos_c


[docs] class CubicMixRule(ABC): """Cubic mix rule abstract class."""
[docs] @abstractmethod def set_mixrule(self, ar_model_id: int) -> None: """Set mix rule abstract method. Changes the default mixing rule of the given cubic EoS model. Parameters ---------- ar_model_id : int ID of the cubic EoS model Raises ------ NotImplementedError Abstract error, this method must be implemented in the subclass """ raise NotImplementedError
@abstractmethod def _model_params_as_str(self) -> str: """Return the model parameters as a string. This method should be implemented by subclasses to return a string representation of the model parameters. This string should be valid Fortran code that assigns the model variables. """ pass @abstractmethod def _model_params_declaration_as_str(self) -> str: """Return the model parameters declaration as a string. This method should be implemented by subclasses to return a string representation of the model parameters declaration. This string should be valid Fortran code that declares the model variables. """ pass
[docs] class QMR(CubicMixRule): """Quadratic mixing rule. Parameters ---------- kij : array_like kij binary interaction parameters matrix lij : array_like lij binary interaction parameters matrix Attributes ---------- kij : array_like kij binary interaction parameters matrix lij : array_like lij binary interaction parameters matrix Example ------- .. code-block:: python from yaeos import QMR, SoaveRedlichKwong kij = [[0.0, 0.1], [0.1, 0.0]] lij = [[0.0, 0.02], [0.02, 0.0]] mixrule = QMR(kij, lij) # Quadratic mixing rule instance tc = [305.32, 469.7] # critical temperature [K] pc = [48.72, 33.7] # critical pressure [bar] w = [0.0995, 0.152] # acentric factor model = SoaveRedlichKwong(tc, pc, w, mixrule) """ def __init__(self, kij, lij) -> None: self.kij = np.array(kij, order="F") self.lij = np.array(lij, order="F")
[docs] def set_mixrule(self, ar_model_id: int) -> None: """Set quadratic mix rule method. Parameters ---------- ar_model_id : int ID of the cubic EoS model """ yaeos_c.set_qmr(ar_model_id, self.kij, self.lij)
def _model_params_as_str(self) -> str: """Return the model parameters as a string. This method should be implemented by subclasses to return a string representation of the model parameters. This string should be valid Fortran code that assigns the model variables. """ fcode = "" kij_c = "" lij_c = "" for i in range(len(self.kij)): kij_c += f"kij({i + 1}, :) = [" lij_c += f"lij({i + 1}, :) = [" for j in range(len(self.kij)): if j < len(self.kij) - 1: kij_c += f"{self.kij[i][j]}_pr, " lij_c += f"{self.lij[i][j]}_pr, " else: kij_c += f"{self.kij[i][j]}_pr]\n" lij_c += f"{self.lij[i][j]}_pr]\n" fcode += kij_c + "\n" fcode += lij_c + "\n" fcode += "mixrule = QMR(k=kij, l=lij)\n\n" return fcode def _model_params_declaration_as_str(self) -> str: """Return the model parameters declaration as a string. This method should be implemented by subclasses to return a string representation of the model parameters declaration. This string should be valid Fortran code that declares the model variables. """ fcode = ( "type(QMR) :: mixrule" "\n" "real(pr) :: kij(nc, nc), lij(nc, nc)\n\n" ) return fcode
[docs] class QMRTD(CubicMixRule): r"""Quadratic mixing rule, with temperature dependence. ..math:: k_{ij}(T) = k_{ij}^{\infty} + k_{ij}^0 \exp{\left(-T/T^{ref}\right)} Parameters ---------- kij_0 : array_like kij_0 binary interaction parameters matrix kij_inf : array_like kij_inf binary interaction parameters matrix t_ref: array_like Reference temperature lij : array_like lij binary interaction parameters matrix Attributes ---------- kij_0 : array_like kij_0 binary interaction parameters matrix kij_inf : array_like kij_inf binary interaction parameters matrix t_ref: array_like Reference temperature lij : array_like lij binary interaction parameters matrix Example ------- .. code-block:: python from yaeos import QMRTD, SoaveRedlichKwong kij_0 = [[0.0, 0.1], [0.1, 0.0]] kij_inf = [[0.0, 0.1], [0.1, 0.0]] Tref = [[0.0, 390], [390, 0.0]] lij = [[0.0, 0.02], [0.02, 0.0]] # Quadratic mixing rule instance mixrule = QMRTD(kij_0, kij_inf, Tref, lij) tc = [305.32, 469.7] # critical temperature [K] pc = [48.72, 33.7] # critical pressure [bar] w = [0.0995, 0.152] # acentric factor model = SoaveRedlichKwong(tc, pc, w, mixrule) """ def __init__(self, kij_0, kij_inf, t_ref, lij) -> None: self.kij_0 = np.array(kij_0, order="F") self.kij_inf = np.array(kij_inf, order="F") self.t_ref = np.array(t_ref, order="F") self.lij = np.array(lij, order="F")
[docs] def set_mixrule(self, ar_model_id: int) -> None: """Set mix rule method.""" yaeos_c.set_qmrtd( ar_model_id, kij_0=self.kij_0, kij_inf=self.kij_inf, t_star=self.t_ref, lij=self.lij, )
def _model_params_as_str(self) -> str: """Return the model parameters as a string. This method should be implemented by subclasses to return a string representation of the model parameters. This string should be valid Fortran code that assigns the model variables. """ fcode = "" kij0_c = "" kijinf_c = "" lij_c = "" t_ref_c = "" for i in range(len(self.kij_0)): kij0_c += f"kij_0({i + 1}, :) = [" kijinf_c += f"kij_inf({i + 1}, :) = [" lij_c += f"lij({i + 1}, :) = [" t_ref_c += f"t_ref({i + 1}, :) = [" for j in range(len(self.kij_0)): if j < len(self.kij_0) - 1: kij0_c += f"{self.kij_0[i][j]}_pr, " kijinf_c += f"{self.kij_inf[i][j]}_pr, " lij_c += f"{self.lij[i][j]}_pr, " t_ref_c += f"{self.t_ref[i][j]}_pr, " else: kij0_c += f"{self.kij_0[i][j]}_pr]\n" kijinf_c += f"{self.kij_inf[i][j]}_pr]\n" lij_c += f"{self.lij[i][j]}_pr]\n" t_ref_c += f"{self.t_ref[i][j]}_pr]\n" fcode += kij0_c + "\n" fcode += kijinf_c + "\n" fcode += lij_c + "\n" fcode += t_ref_c + "\n" fcode += "mixrule = QMRTD(k=kij_inf, k0=kij_0, Tref=t_ref, l=lij)\n\n" return fcode def _model_params_declaration_as_str(self) -> str: """Return the model parameters declaration as a string. This method should be implemented by subclasses to return a string representation of the model parameters declaration. This string should be valid Fortran code that declares the model variables. """ fcode = ( "type(QMRTD) :: mixrule" "\n" "real(pr) :: kij_inf(nc, nc), kij_0(nc, nc), lij(nc, nc)\n" "real(pr) :: t_ref(nc, nc)\n\n" ) return fcode
[docs] class MHV(CubicMixRule): """Modified Huron-Vidal mixing rule. Parameters ---------- ge : GeModel Excess Gibbs energy model q : float q parameter. Use: q = -0.594 for Soave-Redlich-Kwong q = -0.53 for Peng-Robinson q = -0.85 for Van der Waals lij : array_like, optional lij binary interaction parameters matrix, by default None Attributes ---------- ge : GeModel Excess Gibbs energy model q : float q parameter lij : array_like lij binary interaction parameters matrix Example ------- .. code-block:: python from yaeos import MHV, SoaveRedlichKwong, NRTL tc = [647.14, 513.92] # critical temperature [K] pc = [220.64, 61.48] # critical pressure [bar] w = [0.344, 0.649] # acentric factor a = [[0, 3.458], [-0.801, 0]] # NRTL aij parameters b = [[0, -586.1], [246.2, 0]] # NRTL bij parameters c = [[0, 0.3], [0.3, 0]] # NRTL cij parameters ge_model = NRTL(a, b, c) mixrule = MHV(ge_model, q=-0.53) model_mhv = PengRobinson76(tc, pc, w, mixrule) """ def __init__(self, ge: GeModel, q: float, lij=None) -> None: nc = ge.size() self.ge = ge self.q = q if lij is None: self.lij = np.zeros((nc, nc), order="F") self._have_lij = True if lij is not None else False
[docs] def set_mixrule(self, ar_model_id: int) -> None: """Set modified Huron-Vidal mix rule method. Parameters ---------- ar_model_id : int ID of the cubic EoS model """ yaeos_c.set_mhv( ar_id=ar_model_id, ge_id=self.ge.id, q=self.q, lij=self.lij )
def _model_params_as_str(self) -> str: """Return the model parameters as a string. This method should be implemented by subclasses to return a string representation of the model parameters. This string should be valid Fortran code that assigns the model variables. """ fcode = "" fcode += self.ge._model_params_as_str() lij_c = "" if self._have_lij: for i in range(self.ge.size()): lij_c += f"lij({i + 1}, :) = [" for j in range(self.ge.size()): if j < self.ge.size() - 1: lij_c += f"{self.lij[i][j]}_pr, " else: lij_c += f"{self.lij[i][j]}_pr]\n" fcode += lij_c + "\n" if self._have_lij: # TODO: include lij in MHV fcode += ( f"mixrule = MHV(ge=ge_model, q={self.q}_pr, b=ar_model%b)\n\n" ) else: fcode += ( f"mixrule = MHV(ge=ge_model, q={self.q}_pr, bi=ar_model%b)\n\n" ) return fcode def _model_params_declaration_as_str(self) -> str: """Return the model parameters declaration as a string. This method should be implemented by subclasses to return a string representation of the model parameters declaration. This string should be valid Fortran code that declares the model variables. """ fcode = "" fcode += self.ge._model_params_declaration_as_str() # Just in case all possible replaces fcode = fcode.replace( f"integer, parameter :: nc={self.ge.size()}\n\n", "" ) fcode = fcode.replace( f"integer, parameter :: nc={self.ge.size()}\n", "" ) fcode = fcode.replace(f"integer, parameter :: nc={self.ge.size()}", "") # Mixrule setup fcode += "type(MHV) :: mixrule" "\n" # TODO: include lij in MHV if self._have_lij: fcode += "real(pr) :: lij(nc, nc)\n\n" return fcode
[docs] class HV(CubicMixRule): """Huron-Vidal mixing rule. Parameters ---------- ge : GeModel Excess Gibbs energy model Attributes ---------- ge : GeModel Excess Gibbs energy model Example ------- .. code-block:: python from yaeos import HV, SoaveRedlichKwong, NRTL tc = [647.14, 513.92] # critical temperature [K] pc = [220.64, 61.48] # critical pressure [bar] w = [0.344, 0.649] # acentric factor a = [[0, 3.458], [-0.801, 0]] # NRTL aij parameters b = [[0, -586.1], [246.2, 0]] # NRTL bij parameters c = [[0, 0.3], [0.3, 0]] # NRTL cij parameters ge_model = NRTL(a, b, c) mixrule = HV(ge_model) model_hv = PengRobinson76(tc, pc, w, mixrule) """ def __init__(self, ge: GeModel) -> None: self.ge = ge
[docs] def set_mixrule(self, ar_model_id: int) -> None: """Set modified Huron-Vidal mix rule method. Parameters ---------- ar_model_id : int ID of the cubic EoS model """ yaeos_c.set_hv(ar_model_id, self.ge.id)
def _model_params_as_str(self) -> str: """Return the model parameters as a string. This method should be implemented by subclasses to return a string representation of the model parameters. This string should be valid Fortran code that assigns the model variables. """ fcode = "" fcode += self.ge._model_params_as_str() fcode += ( "mixrule = HV(ge=ge_model, " "bi=ar_model%b, del1=ar_model%del1)\n\n" ) return fcode def _model_params_declaration_as_str(self) -> str: """Return the model parameters declaration as a string. This method should be implemented by subclasses to return a string representation of the model parameters declaration. This string should be valid Fortran code that declares the model variables. """ fcode = "" fcode += self.ge._model_params_declaration_as_str() # Just in case all possible replaces fcode = fcode.replace( f"integer, parameter :: nc={self.ge.size()}\n\n", "" ) fcode = fcode.replace( f"integer, parameter :: nc={self.ge.size()}\n", "" ) fcode = fcode.replace(f"integer, parameter :: nc={self.ge.size()}", "") fcode += "type(HV) :: mixrule" "\n" return fcode
[docs] class HVNRTL(CubicMixRule): """Huron-Vidal mixing rule using an NRTL model. Huron Vidal mixing rule coupled with the excess Gibbs energy model defined by Huron-Vidal. This model can use the classic VdW1f mixing rules kij parameters when desired. Parameters ---------- alpha : matrix_like NRTL alpha parameters matrix gji : matrix_like NRTL gij parameters matrix use_kij : matrix_like Boolean matrix indicating whether to use kij parameters kij : matrix_like kij binary interaction parameters matrix Attributes ---------- alpha : matrix_like NRTL alpha parameters matrix gji : matrix_like NRTL gij parameters matrix gjiT: matrix_like NRTL gij temperature coefficient parameters matrix use_kij : matrix_like Boolean matrix indicating whether to use kij parameters kij : matrix_like kij binary interaction parameters matrix """ def __init__(self, alpha, gji, gjiT=None, use_kij=None, kij=None) -> None: nc = np.shape(gji)[0] self.alpha = alpha self.gji = gji if gjiT is None: self.gjiT = np.zeros((nc, nc), order="F") else: self.gjiT = np.array(gjiT, order="F") if use_kij is None and kij is None: self.use_kij = np.zeros((nc, nc), dtype=bool, order="F") self.kij = np.zeros((nc, nc), order="F") else: self.use_kij = np.array(use_kij, order="F") self.kij = np.array(kij, order="F")
[docs] def set_mixrule(self, ar_model_id: int) -> None: """Set modified Huron-Vidal mix rule method. Parameters ---------- ar_model_id : int ID of the cubic EoS model """ yaeos_c.set_hvnrtl( ar_id=ar_model_id, alpha=self.alpha, gji0=self.gji, gjit=self.gjiT, use_kij=self.use_kij, kij=self.kij, )
def _model_params_as_str(self) -> str: """Return the model parameters as a string. This method should be implemented by subclasses to return a string representation of the model parameters. This string should be valid Fortran code that assigns the model variables. """ fcode = "" gji0_c = "" gjiT_c = "" use_kij_c = "" kij_c = "" for i in range(len(self.gji0)): gji0_c += f"gji0({i + 1}, :) = [" gjiT_c += f"gjiT({i + 1}, :) = [" use_kij_c += f"use_kij({i + 1}, :) = [" kij_c += f"kij({i + 1}, :) = [" for j in range(len(self.kij)): if j < len(self.kij) - 1: kij_c += f"{self.kij[i][j]}_pr, " gji0_c += f"{self.gji0[i][j]}_pr, " gjiT_c += f"{self.gjiT[i][j]}_pr, " use_kij_c += f"{self.use_kij[i][j]}_pr, " else: kij_c += f"{self.kij[i][j]}_pr]\n" gji0_c += f"{self.gji0[i][j]}_pr]\n" gjiT_c += f"{self.gjiT[i][j]}_pr]\n" use_kij_c += f"{self.use_kij[i][j]}_pr]\n" fcode += kij_c + "\n" fcode += gji0_c + "\n" fcode += gjiT_c + "\n" fcode += use_kij_c + "\n" fcode += ( r"mixrule = HVNRTL(gji0=gji0, gjit=gjiT, b=ar_model%b, " r"use_kij=use_kij, kij=kij)\n\n" ) return fcode def _model_params_declaration_as_str(self) -> str: """Return the model parameters declaration as a string. This method should be implemented by subclasses to return a string representation of the model parameters declaration. This string should be valid Fortran code that declares the model variables. """ fcode = ( f"integer, parameter :: nc={self.size()}\n" "\n" "type(HV_NRTL) :: mixrule\n" "\n" "real(pr) :: gji0(nc,nc), gjiT(nc,nc), kij(nc,nc)\n" "logical :: use_kij(nc,nc)\n\n" ) return fcode