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1 : // Copyright 2024, UChicago Argonne, LLC
2 : // All Rights Reserved
3 : // Software Name: NEML2 -- the New Engineering material Model Library, version 2
4 : // By: Argonne National Laboratory
5 : // OPEN SOURCE LICENSE (MIT)
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7 : // Permission is hereby granted, free of charge, to any person obtaining a copy
8 : // of this software and associated documentation files (the "Software"), to deal
9 : // in the Software without restriction, including without limitation the rights
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11 : // copies of the Software, and to permit persons to whom the Software is
12 : // furnished to do so, subject to the following conditions:
13 : //
14 : // The above copyright notice and this permission notice shall be included in
15 : // all copies or substantial portions of the Software.
16 : //
17 : // THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
18 : // IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
19 : // FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
20 : // AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
21 : // LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
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23 : // THE SOFTWARE.
24 :
25 : #include "neml2/models/porous_flow/EffectiveSaturation.h"
26 :
27 : namespace neml2
28 : {
29 : register_NEML2_object(EffectiveSaturation);
30 : OptionSet
31 2 : EffectiveSaturation::expected_options()
32 : {
33 2 : OptionSet options = Model::expected_options();
34 2 : options.doc() =
35 : "Calculate the effective saturation, taking the form of \\f$ S = "
36 : "\\frac{\\frac{\\phi}{\\phi_\\mathrm{max}} - S_r}{1-S_r} \\f$ where \\f$ \\phi \\f$ is the "
37 : "volume fraction of the flowing fluid, \\f$ \\phi_\\mathrm{max} \\f$ is the maximum "
38 2 : "allowable volume fraction and \\f$ S_r \\f$ is the residual saturation.";
39 :
40 8 : options.set_parameter<TensorName<Scalar>>("residual_saturation") = "0";
41 2 : options.set("residual_saturation").doc() = "Liquid's residual volume fraction";
42 :
43 6 : options.set_input("fluid_fraction") = VariableName(FORCES, "fluid_fraction");
44 4 : options.set("fluid_fraction").doc() = "Volume fraction of the fluid";
45 :
46 8 : options.set_parameter<TensorName<Scalar>>("max_fraction") = "1";
47 2 : options.set("max_fraction").doc() = "Maximum allowable volume fraction of the fluid";
48 :
49 6 : options.set_output("effective_saturation") = VariableName(STATE, "effective_saturation");
50 2 : options.set("effective_saturation").doc() = "Effective saturation";
51 :
52 2 : return options;
53 0 : }
54 :
55 1 : EffectiveSaturation::EffectiveSaturation(const OptionSet & options)
56 : : Model(options),
57 3 : _Sr(declare_parameter<Scalar>("Sr", "residual_saturation")),
58 1 : _phi(declare_input_variable<Scalar>("fluid_fraction")),
59 4 : _phimax(declare_parameter<Scalar>("phi_max", "max_fraction", /*allow_nonlinear=*/true)),
60 2 : _S(declare_output_variable<Scalar>("effective_saturation"))
61 : {
62 1 : }
63 :
64 : void
65 2 : EffectiveSaturation::set_value(bool out, bool dout_din, bool /*d2out_din2*/)
66 : {
67 2 : if (out)
68 : {
69 2 : _S = (_phi / _phimax - _Sr) / (1.0 - _Sr);
70 : }
71 :
72 2 : if (dout_din)
73 : {
74 1 : if (_phi.is_dependent())
75 1 : _S.d(_phi) = 1.0 / (_phimax * (1 - _Sr));
76 :
77 3 : if (const auto * const phimax = nl_param("phi_max"))
78 1 : _S.d(*phimax) = -_phi / (_phimax * _phimax * (1 - _Sr));
79 : }
80 2 : }
81 : }
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