NEML2 1.4.0
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LinearIsotropicHardening.cxx
1// Copyright 2023, UChicago Argonne, LLC
2// All Rights Reserved
3// Software Name: NEML2 -- the New Engineering material Model Library, version 2
4// By: Argonne National Laboratory
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24
25#include "neml2/models/solid_mechanics/LinearIsotropicHardening.h"
26
27namespace neml2
28{
29register_NEML2_object(LinearIsotropicHardening);
30
33{
35 options.doc() += " following a linear relationship, i.e., \\f$ k = H \\varepsilon_p \\f$ where "
36 "\\f$ H \\f$ is the hardening modulus.";
37
38 options.set<CrossRef<Scalar>>("hardening_modulus");
39 options.set("hardening_modulus").doc() = "Hardening modulus";
40
41 return options;
42}
43
45 : IsotropicHardening(options),
46 _K(declare_parameter<Scalar>("K", "hardening_modulus"))
47{
48}
49
50void
52{
53 if (out)
54 _h = _K * _ep;
55
56 if (dout_din)
57 _h.d(_ep) = _K;
58
59 if (d2out_din2)
60 {
61 // zero
62 }
63}
64} // namespace neml2
The wrapper (decorator) for cross-referencing unresolved values at parse time.
Definition CrossRef.h:52
Definition IsotropicHardening.h:32
Variable< Scalar > & _h
Isotropic hardening.
Definition IsotropicHardening.h:43
const Variable< Scalar > & _ep
Equivalent plastic strain.
Definition IsotropicHardening.h:40
static OptionSet expected_options()
Definition IsotropicHardening.cxx:30
Simple linear map between equivalent strain and hardening.
Definition LinearIsotropicHardening.h:36
const Scalar & _K
Definition LinearIsotropicHardening.h:45
LinearIsotropicHardening(const OptionSet &options)
Definition LinearIsotropicHardening.cxx:44
static OptionSet expected_options()
Definition LinearIsotropicHardening.cxx:32
void set_value(bool out, bool dout_din, bool d2out_din2) override
The map between input -> output, and optionally its derivatives.
Definition LinearIsotropicHardening.cxx:51
const torch::TensorOptions & options() const
This model's tensor options.
Definition Model.h:116
A custom map-like data structure. The keys are strings, and the values can be nonhomogeneously typed.
Definition OptionSet.h:59
The (logical) scalar.
Definition Scalar.h:38
Derivative d(const VariableBase &x)
Create a wrapper representing the derivative dy/dx.
Definition Variable.cxx:102
Definition CrossRef.cxx:32