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added test
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bobmyhill committed Jul 25, 2024
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239 changes: 239 additions & 0 deletions tests/composite_viscous_outputs_isostress.cc
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/*
Copyright (C) 2022 - 2023 by the authors of the ASPECT code.
This file is part of ASPECT.
ASPECT 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 2, or (at your option)
any later version.
ASPECT 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 ASPECT; see the file LICENSE. If not see
<http://www.gnu.org/licenses/>.
*/

#include <aspect/simulator.h>
#include <aspect/material_model/rheology/composite_visco_plastic.h>
#include <aspect/simulator_signals.h>
#include <iostream>

template <int dim>
void f(const aspect::SimulatorAccess<dim> &simulator_access,
aspect::Assemblers::Manager<dim> &)
{
// This function tests whether the composite creep rheology is producing
// the correct composite viscosity and partial strain rates corresponding to
// the different creep mechanisms incorporated into the rheology.
// It is assumed that each individual creep mechanism has already been tested.

using namespace aspect::MaterialModel;

// First, we set up a few objects which are used by the rheology model.
aspect::ParameterHandler prm;

const std::vector<std::string> list_of_composition_names = simulator_access.introspection().get_composition_names();
auto n_phases = std::make_unique<std::vector<unsigned int>>(1); // 1 phase per composition
const unsigned int composition = 0;
const std::vector<double> volume_fractions = {0.6, 0.4};
const std::vector<double> phase_function_values = std::vector<double>();
const std::vector<unsigned int> n_phase_transitions_per_composition = std::vector<unsigned int>(1);

// Next, we initialise instances of the composite rheology and
// individual creep mechanisms.
std::unique_ptr<Rheology::CompositeViscoPlastic<dim>> composite_creep;
composite_creep = std::make_unique<Rheology::CompositeViscoPlastic<dim>>();
composite_creep->initialize_simulator (simulator_access.get_simulator());
composite_creep->declare_parameters(prm);

prm.set("Viscosity averaging scheme", "isostress");
prm.set("Include diffusion creep in composite rheology", "true");
prm.set("Include dislocation creep in composite rheology", "true");
prm.set("Include Peierls creep in composite rheology", "true");
prm.set("Include Drucker Prager plasticity in composite rheology", "true");
prm.set("Peierls creep flow law", "viscosity approximation");
prm.set("Maximum yield stress", "5e8");
composite_creep->parse_parameters(prm);

std::unique_ptr<Rheology::DiffusionCreep<dim>> diffusion_creep;
diffusion_creep = std::make_unique<Rheology::DiffusionCreep<dim>>();
diffusion_creep->initialize_simulator (simulator_access.get_simulator());
diffusion_creep->declare_parameters(prm);
diffusion_creep->parse_parameters(prm);

std::unique_ptr<Rheology::DislocationCreep<dim>> dislocation_creep;
dislocation_creep = std::make_unique<Rheology::DislocationCreep<dim>>();
dislocation_creep->initialize_simulator (simulator_access.get_simulator());
dislocation_creep->declare_parameters(prm);
dislocation_creep->parse_parameters(prm);

std::unique_ptr<Rheology::PeierlsCreep<dim>> peierls_creep;
peierls_creep = std::make_unique<Rheology::PeierlsCreep<dim>>();
peierls_creep->initialize_simulator (simulator_access.get_simulator());
peierls_creep->declare_parameters(prm);
peierls_creep->parse_parameters(prm);

std::unique_ptr<Rheology::DruckerPragerPower<dim>> drucker_prager_power;
drucker_prager_power = std::make_unique<Rheology::DruckerPragerPower<dim>>();
drucker_prager_power->initialize_simulator (simulator_access.get_simulator());
drucker_prager_power->declare_parameters(prm);
prm.set("Maximum yield stress", "5e8");
drucker_prager_power->parse_parameters(prm);
Rheology::DruckerPragerParameters p = drucker_prager_power->compute_drucker_prager_parameters(composition, phase_function_values, n_phase_transitions_per_composition);

// The creep components are arranged in series with each other.
// This package of components is then arranged in parallel with
// a strain rate limiter with a constant viscosity lim_visc.
// The whole system is then arranged in series with a viscosity limiter with
// viscosity max_visc.
// lim_visc is equal to (min_visc*max_visc)/(max_visc - min_visc)
double min_visc = prm.get_double("Minimum viscosity");
double max_visc = prm.get_double("Maximum viscosity");
double lim_visc = (min_visc*max_visc)/(max_visc - min_visc);

// Assign values to the variables which will be passed to compute_viscosity
// The test involves pure shear calculations at 1 GPa and variable temperature
double temperature;
const double pressure = 1.e9;
const double grain_size = 1.e-3;
SymmetricTensor<2,dim> strain_rate;
strain_rate[0][0] = -1e-11;
strain_rate[0][1] = 0.;
strain_rate[1][1] = 1e-11;
strain_rate[2][0] = 0.;
strain_rate[2][1] = 0.;
strain_rate[2][2] = 0.;

std::cout << "temperature (K) eta (Pas) creep stress (Pa) edot_ii (/s) edot_ii fractions (diff, disl, prls, drpr, max)" << std::endl;

// Loop through strain rates, tracking whether there is a discrepancy in
// the decomposed strain rates.
bool error = false;
double viscosity;
double total_strain_rate;
double creep_strain_rate;
double creep_stress;
double diff_stress;
double disl_stress;
double prls_stress;
double drpr_stress;
std::vector<double> partial_strain_rates(5, 0.);

for (unsigned int i=0; i <= 10; i++)
{
temperature = 1000. + i*100.;

// Compute the viscosity
viscosity = composite_creep->compute_isostress_viscosity(pressure, temperature, grain_size, volume_fractions, strain_rate, partial_strain_rates);
total_strain_rate = std::accumulate(partial_strain_rates.begin(), partial_strain_rates.end(), 0.);

// The creep strain rate is calculated by subtracting the strain rate
// of the max viscosity dashpot from the total strain rate
// The creep stress is then calculated by subtracting the stress running
// through the strain rate limiter from the total stress
creep_strain_rate = total_strain_rate - partial_strain_rates[4];
creep_stress = 2.*(viscosity*total_strain_rate - lim_visc*creep_strain_rate);

// Print the output
std::cout << temperature << ' ' << viscosity << ' ' << creep_stress << ' ' << total_strain_rate;
for (unsigned int i=0; i < partial_strain_rates.size(); ++i)
{
std::cout << ' ' << partial_strain_rates[i]/total_strain_rate;
}
std::cout << std::endl;

// The following lines test that each individual creep mechanism
// experiences the same creep stress

// Each creep mechanism should experience the same stress
diff_stress = 2.*partial_strain_rates[0]*diffusion_creep->compute_viscosity(pressure, temperature, grain_size, composition);
disl_stress = 2.*partial_strain_rates[1]*dislocation_creep->compute_viscosity(partial_strain_rates[1], pressure, temperature, composition);
prls_stress = 2.*partial_strain_rates[2]*peierls_creep->compute_viscosity(partial_strain_rates[2], pressure, temperature, composition);
if (partial_strain_rates[3] > 0.)
{
drpr_stress = 2.*partial_strain_rates[3]*drucker_prager_power->compute_viscosity(p.cohesion,
p.angle_internal_friction,
pressure,
partial_strain_rates[3],
p.max_yield_stress);
}
else
{
drpr_stress = creep_stress;
}

if ((std::fabs((diff_stress - creep_stress)/creep_stress) > 1e-6)
|| (std::fabs((disl_stress - creep_stress)/creep_stress) > 1e-6)
|| (std::fabs((prls_stress - creep_stress)/creep_stress) > 1e-6)
|| (std::fabs((drpr_stress - creep_stress)/creep_stress) > 1e-6))
{
error = true;
std::cout << " creep stress: " << creep_stress;
std::cout << " diffusion stress: " << diff_stress;
std::cout << " dislocation stress: " << disl_stress;
std::cout << " peierls stress: " << prls_stress;
std::cout << " drucker prager stress: " << drpr_stress << std::endl;
}
}

if (error)
{
std::cout << " Error: The individual creep stresses differ by more than the required tolerance." << std::endl;
std::cout << "Some parts of the test were not successful." << std::endl;
}
else
{
std::cout << "OK" << std::endl;
}

}

template <>
void f(const aspect::SimulatorAccess<2> &,
aspect::Assemblers::Manager<2> &)
{
AssertThrow(false,dealii::ExcInternalError());
}

template <int dim>
void signal_connector (aspect::SimulatorSignals<dim> &signals)
{
using namespace dealii;
std::cout << "* Connecting signals" << std::endl;
signals.set_assemblers.connect (std::bind(&f<dim>,
std::placeholders::_1,
std::placeholders::_2));
}


using namespace aspect;


void declare_parameters(const unsigned int dim,
ParameterHandler &prm)
{
prm.enter_subsection("Compositional fields");
{
prm.declare_entry("Number of fields","1", Patterns::Integer());
}
prm.leave_subsection();
}



void parameter_connector ()
{
SimulatorSignals<2>::declare_additional_parameters.connect (&declare_parameters);
SimulatorSignals<3>::declare_additional_parameters.connect (&declare_parameters);
}



ASPECT_REGISTER_SIGNALS_CONNECTOR(signal_connector<2>,
signal_connector<3>)
ASPECT_REGISTER_SIGNALS_PARAMETER_CONNECTOR(parameter_connector)
80 changes: 80 additions & 0 deletions tests/composite_viscous_outputs_isostress.prm
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# This test checks whether the composite viscous rheology
# plugin produces the correct composite viscosity and
# decomposed strain rates.

set Additional shared libraries = tests/libcomposite_viscous_outputs_isostress.so
set Dimension = 3
set End time = 0
set Use years in output instead of seconds = true
set Nonlinear solver scheme = no Advection, no Stokes

# Model geometry (100x100 km, 10 km spacing)
subsection Geometry model
set Model name = box

subsection Box
set X repetitions = 10
set Y repetitions = 10
set X extent = 100e3
set Y extent = 100e3
end
end

# Mesh refinement specifications
subsection Mesh refinement
set Initial adaptive refinement = 0
set Initial global refinement = 0
set Time steps between mesh refinement = 0
end

# Boundary classifications (fixed T boundaries, prescribed velocity)

# Temperature boundary and initial conditions
subsection Boundary temperature model
set Fixed temperature boundary indicators = bottom, top, left, right
set List of model names = box

subsection Box
set Bottom temperature = 273
set Left temperature = 273
set Right temperature = 273
set Top temperature = 273
end
end

# Velocity on boundaries characterized by functions
subsection Boundary velocity model
set Prescribed velocity boundary indicators = bottom y: function, top y: function, left x: function, right x: function

subsection Function
set Variable names = x,y,z
set Function constants = m=0.0005, year=1
set Function expression = if (x<50e3 , -1*m/year, 1*m/year); if (y<50e3 , 1*m/year, -1*m/year);0
end
end

subsection Initial temperature model
set Model name = function

subsection Function
set Function expression = 273
end
end

# Material model
subsection Material model
set Model name = visco plastic

subsection Visco Plastic
set Angles of internal friction = 30.
end
end

# Gravity model
subsection Gravity model
set Model name = vertical

subsection Vertical
set Magnitude = 10.0
end
end
28 changes: 28 additions & 0 deletions tests/composite_viscous_outputs_isostress/screen-output
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Loading shared library <./libcomposite_viscous_outputs_isostress.debug.so>

* Connecting signals
temperature (K) eta (Pas) creep stress (Pa) edot_ii (/s) edot_ii fractions (diff, disl, prls, drpr, max)
1000 3.45602e+19 6.89205e+08 1e-11 1.29846e-06 0.00363514 0.0654305 0.930933 3.45602e-09
1100 2.98863e+19 5.95725e+08 1e-11 7.23285e-05 0.835897 0.163395 0.0006365 2.98863e-09
1200 7.70568e+18 1.52114e+08 1e-11 0.000594407 0.999399 6.44893e-06 1.44515e-33 7.70568e-10
1300 2.39282e+18 4.58564e+07 1e-11 0.00338081 0.996619 3.19443e-09 1.32277e-59 2.39282e-10
1400 9.18168e+17 1.63634e+07 1e-11 0.0149609 0.985039 1.26589e-11 5.56077e-82 9.18169e-11
1500 4.32083e+17 6.64167e+06 1e-11 0.0538305 0.94617 2.09885e-13 1.4634e-101 4.32084e-11
1600 2.47246e+17 2.94493e+06 1e-11 0.161077 0.838923 8.74429e-15 3.2006e-119 2.47246e-11
1700 1.67379e+17 1.34758e+06 1e-11 0.397345 0.602655 5.42942e-16 3.38184e-136 1.67378e-11
1800 1.28447e+17 568948 1e-11 0.749975 0.250025 2.2682e-17 6.38432e-155 1.28447e-11
1900 1.09563e+17 191256 1e-11 0.962698 0.0373021 2.59166e-19 1.35594e-178 1.09563e-11
2000 1.02964e+17 59280.1 1e-11 0.99654 0.00345962 2.26225e-21 4.97674e-204 1.02965e-11
OK
Number of active cells: 100 (on 1 levels)
Number of degrees of freedom: 6,857 (3,969+242+1,323+1,323)

*** Timestep 0: t=0 years, dt=0 years

Postprocessing:

Termination requested by criterion: end time



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