/*
  Copyright 2012 SINTEF ICT, Applied Mathematics.

  This file is part of the Open Porous Media project (OPM).

  OPM is free software: you can redistribute it and/or modify
  it under the terms of the GNU General Public License as published by
  the Free Software Foundation, either version 3 of the License, or
  (at your option) any later version.

  OPM is distributed in the hope that it will be useful,
  but WITHOUT ANY WARRANTY; without even the implied warranty of
  MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
  GNU General Public License for more details.

  You should have received a copy of the GNU General Public License
  along with OPM.  If not, see <http://www.gnu.org/licenses/>.
*/

#ifndef OPM_BLACKOILPROPERTIESFROMDECK_HEADER_INCLUDED
#define OPM_BLACKOILPROPERTIESFROMDECK_HEADER_INCLUDED


#include <opm/core/fluid/BlackoilPropertiesInterface.hpp>
#include <opm/core/fluid/RockFromDeck.hpp>
#include <opm/core/fluid/blackoil/BlackoilPvtProperties.hpp>
#include <opm/core/fluid/SaturationPropsFromDeck.hpp>
#include <opm/core/eclipse/EclipseGridParser.hpp>

namespace Opm
{

    /// Concrete class implementing the blackoil property interface,
    /// reading all data and properties from eclipse deck input.
    class BlackoilPropertiesFromDeck : public BlackoilPropertiesInterface
    {
    public:
        /// Construct from deck.
        BlackoilPropertiesFromDeck(const Dune::EclipseGridParser& deck);

        /// Destructor.
        virtual ~BlackoilPropertiesFromDeck();


        // ---- Rock interface ----

        /// \return   D, the number of spatial dimensions.
        virtual int numDimensions() const;

        /// \return   N, the number of cells.
        virtual int numCells() const;

        /// \return   Array of N porosity values.
        virtual const double* porosity() const;

        /// \return   Array of ND^2 permeability values.
        ///           The D^2 permeability values for a cell are organized as a matrix,
        ///           which is symmetric (so ordering does not matter).
        virtual const double* permeability() const;


        // ---- Fluid interface ----

        /// \return   P, the number of phases (also the number of components).
        virtual int numPhases() const;

        /// \param[in]  n      Number of data points.
        /// \param[in]  p      Array of n pressure values.
        /// \param[in]  z      Array of nP surface volume values.
        /// \param[in]  cells  Array of n cell indices to be associated with the p and z values.
        /// \param[out] mu     Array of nP viscosity values, array must be valid before calling.
        /// \param[out] dmudp  If non-null: array of nP viscosity derivative values,
        ///                    array must be valid before calling.
        virtual void viscosity(const int n,
                               const double* p,
                               const double* z,
                               const int* cells,
                               double* mu,
                               double* dmudp) const;

        /// \param[in]  n      Number of data points.
        /// \param[in]  p      Array of n pressure values.
        /// \param[in]  z      Array of nP surface volume values.
        /// \param[in]  cells  Array of n cell indices to be associated with the p and z values.
        /// \param[out] A      Array of nP^2 values, array must be valid before calling.
        ///                    The P^2 values for a cell give the matrix A = RB^{-1} which
        ///                    relates z to u by z = Au. The matrices are output in Fortran order.
        /// \param[out] dAdp   If non-null: array of nP^2 matrix derivative values,
        ///                    array must be valid before calling. The matrices are output
        ///                    in Fortran order.
        virtual void matrix(const int n,
                            const double* p,
                            const double* z,
                            const int* cells,
                            double* A,
                            double* dAdp) const;


        /// \param[in]  n      Number of data points.
        /// \param[in]  A      Array of nP^2 values, where the P^2 values for a cell give the
        ///                    matrix A = RB^{-1} which relates z to u by z = Au. The matrices
        ///                    are assumed to be in Fortran order, and are typically the result
        ///                    of a call to the method matrix().
        /// \param[out] rho    Array of nP density values, array must be valid before calling.
        virtual void density(const int n,
                             const double* A,
                             double* rho) const;

        /// \param[in]  n      Number of data points.
        /// \param[in]  s      Array of nP saturation values.
        /// \param[in]  cells  Array of n cell indices to be associated with the s values.
        /// \param[out] kr     Array of nP relperm values, array must be valid before calling.
        /// \param[out] dkrds  If non-null: array of nP^2 relperm derivative values,
        ///                    array must be valid before calling.
        ///                    The P^2 derivative matrix is
        ///                           m_{ij} = \frac{dkr_i}{ds^j},
        ///                    and is output in Fortran order (m_00 m_10 m_20 m01 ...)
        virtual void relperm(const int n,
                             const double* s,
                             const int* cells,
                             double* kr,
                             double* dkrds) const;


        /// \param[in]  n      Number of data points.
        /// \param[in]  s      Array of nP saturation values.
        /// \param[in]  cells  Array of n cell indices to be associated with the s values.
        /// \param[out] pc     Array of nP capillary pressure values, array must be valid before calling.
        /// \param[out] dpcds  If non-null: array of nP^2 derivative values,
        ///                    array must be valid before calling.
        ///                    The P^2 derivative matrix is
        ///                           m_{ij} = \frac{dpc_i}{ds^j},
        ///                    and is output in Fortran order (m_00 m_10 m_20 m01 ...)
        virtual void capPress(const int n,
                              const double* s,
                              const int* cells,
                              double* pc,
                              double* dpcds) const;

    private:
        RockFromDeck rock_;
        BlackoilPvtProperties pvt_;
        SaturationPropsFromDeck satprops_;
    };



} // namespace Opm


#endif // OPM_BLACKOILPROPERTIESFROMDECK_HEADER_INCLUDED