bool palIListSortTest() {
int_container a,b,c,d,e,f,g;
a.z = palGenerateRandom();
b.z = palGenerateRandom();
c.z = palGenerateRandom();
d.z = palGenerateRandom();
e.z = palGenerateRandom();
f.z = palGenerateRandom();
g.z = palGenerateRandom();
palIList ilist_head;
ilist_head.AddHead(&a.list_node);
ilist_head.AddHead(&b.list_node);
ilist_head.AddHead(&c.list_node);
ilist_head.AddHead(&d.list_node);
ilist_head.AddHead(&e.list_node);
ilist_head.AddHead(&f.list_node);
ilist_head.AddHead(&g.list_node);
palIListSorterDeclare(int_container, list_node) sorter(&ilist_head);
palIListForeachDeclare(int_container, list_node) fe(&ilist_head);
printf("Unsorted\n");
while (fe.Finished() == false)
{
int_container* list_entry = fe.GetListEntry();
printf("%d\n", list_entry->z);
fe.Next();
}
sorter.Sort(int_container_compare);
fe.First();
printf("Sorted\n");
while (fe.Finished() == false)
{
int_container* list_entry = fe.GetListEntry();
printf("%d\n", list_entry->z);
fe.Next();
}
return true;
}
Node* WithLocaleNodeFactory::getNode( const QString &tagContent, Parser *p ) const
{
QStringList expr = smartSplit( tagContent );
if ( expr.size() != 2 ) {
throw Grantlee::Exception( TagSyntaxError, QString::fromLatin1( "%1 expected format is for example 'with_locale \"de_DE\"'" ).arg( expr.first() ) );
}
FilterExpression fe( expr.at( 1 ), p );
WithLocaleNode *n = new WithLocaleNode( fe, p );
NodeList nodeList = p->parse( n, QStringLiteral( "endwith_locale" ) );
n->setNodeList( nodeList );
p->removeNextToken();
return n;
}
void __fastcall TFormPrincipal::Abrirfiltro1Click(TObject *Sender)
{
OpenDialog1->Filter = "Filtro de palabras (*.FDP)|*.FDP|Documento de Texto (*.txt)|*.TXT";
if (OpenDialog1->Execute()){
delete filtro;
filtro = new tBST<string>;
rutaArchivoFiltro = OpenDialog1->FileName;
ifstream fe(rutaArchivoFiltro.c_str());
string tmp;
while (fe >> tmp)
this->filtro->insertar(tmp);
fe.close();
MostrarFiltro1Click(this);
}
void palTrackingAllocator::ConsoleDump() const {
palIListForeachDeclare(palTrackedAllocation, list_node) fe(const_cast<palIList*>(&_tracked_allocations));
if (fe.Finished()) {
return;
}
palPrintf("Dumping leaks from %s\n", GetName());
while (fe.Finished() == false) {
palTrackedAllocation* list_entry = fe.GetListEntry();
palPrintf("%p [%d]\n", list_entry->ptr, GetSize(list_entry->ptr));
int i = 0;
while (list_entry->stacktrace[i] != NULL) {
palPrintf(" %d: %s %p\n", i, palDebugLookupSymbol(list_entry->stacktrace[i], MAX_SYMBOL_NAME_LENGTH, _symbol_lookup_buffer), list_entry->stacktrace[i]);
i++;
}
fe.Next();
}
}
void
MaxQpsThread::operator()(const ConstElemRange & range)
{
ParallelUniqueId puid;
_tid = puid.id;
// For short circuiting reinit
std::set<ElemType> seen_it;
for (const auto & elem : range)
{
// Only reinit if the element type has not previously been seen
if (seen_it.insert(elem->type()).second)
{
FEType fe_type(FIRST, LAGRANGE);
unsigned int dim = elem->dim();
unsigned int side = 0; // we assume that any element will have at least one side ;)
// We cannot mess with the FE objects in Assembly, because we might need to request second
// derivatives
// later on. If we used them, we'd call reinit on them, thus making the call to request second
// derivatives harmful (i.e. leading to segfaults/asserts). Thus, we have to use a locally
// allocated object here.
std::unique_ptr<FEBase> fe(FEBase::build(dim, fe_type));
// figure out the number of qps for volume
std::unique_ptr<QBase> qrule(QBase::build(_qtype, dim, _order));
fe->attach_quadrature_rule(qrule.get());
fe->reinit(elem);
if (qrule->n_points() > _max)
_max = qrule->n_points();
unsigned int n_shape_funcs = fe->n_shape_functions();
if (n_shape_funcs > _max_shape_funcs)
_max_shape_funcs = n_shape_funcs;
// figure out the number of qps for the face
// NOTE: user might specify higher order rule for faces, thus possibly ending up with more qps
// than in the volume
std::unique_ptr<QBase> qrule_face(QBase::build(_qtype, dim - 1, _face_order));
fe->attach_quadrature_rule(qrule_face.get());
fe->reinit(elem, side);
if (qrule_face->n_points() > _max)
_max = qrule_face->n_points();
}
}
}
int PROCCALL pushRemoveImmediately(char const* url, char const* data, char const* filename, int repeatCount)
{
TRY
MtQueue::DataToSend data_packet;
MtQueue::FileDataEntry fe(filename, data, url);
data_packet.initialize(fe, MtQueue::DataToSend::LTF_RemoveImmediately, repeatCount);
MtQueue::MtQueueManager* ppProxymanager = NULL;
MtQueue::MtQueueManager::initialize(MtQueue::MtQueueManager::IF_RESOLVE, &ppProxymanager);
if (ppProxymanager)
ppProxymanager->push( data_packet );
else
THROW(CppUtils::OperationFailed, "exc_InvalidProxyManagerPointer", "ctx_RESOLVE_INST_PTR", "");
CATCH_ALL("pushRemoveImmedaitely");
}
int perm_feistel_next(struct perm_t* perm, uint32_t* ct) {
struct feistel_data_t* feistel_data = perm->mode_data;
c = fe(r, a, b);
if(feistel_data->count >= perm->range) {
perm_errno = PERM_END;
return PERM_END;
}
do {
perm_rc5_enc(perm, feistel_data->next, ct);
feistel_data->next++;
}while(*ct >= perm->range);
feistel_data->count++;
return 0;
}
//------------------------------------------------------------------------------
Teuchos::Array<Teuchos::RCP<const PHX::FieldTag>>
Albany::MechanicsProblem::
buildEvaluators(PHX::FieldManager<PHAL::AlbanyTraits>& fm0,
const Albany::MeshSpecsStruct& meshSpecs,
Albany::StateManager& stateMgr,
Albany::FieldManagerChoice fmchoice,
const Teuchos::RCP<Teuchos::ParameterList>& responseList)
{
// Call constructeEvaluators<EvalT>(*rfm[0], *meshSpecs[0], stateMgr);
// for each EvalT in PHAL::AlbanyTraits::BEvalTypes
ConstructEvaluatorsOp<MechanicsProblem> op(*this,
fm0,
meshSpecs,
stateMgr,
fmchoice,
responseList);
Sacado::mpl::for_each<PHAL::AlbanyTraits::BEvalTypes> fe(op);
return *op.tags;
}
int main(int argc, char *argv[])
{
strcpy(buf,"Frank");
char opt = argv[1][0];
if(opt == 'a')
fa();
else if(opt == 'b')
fb();
else if(opt == 'c')
fc();
else if(opt == 'd')
fd();
else if(opt == 'e')
fe();
else if(opt == 's')
fs();
return 0;
}
//Load file, create Items and item Array
void ItemProcessor::load(std::string nameFile) {
nameFile = "./resources/" + nameFile;
int numLine = 0;
ifstream fe("./Resources/input.txt");
std::string line;
while (std::getline(fe, line)) {
string arr[5];
int i = 0;
stringstream ssin(line);
while (ssin.good() && i < 5) {
ssin >> arr[i];
++i;
}
ItemBuyable *newItem;
if (numLine == 0) {
_numUniqueItems = atoi(arr[0].c_str());
_cartItems = new ItemBuyable*[_numUniqueItems];
} else {
switch (line[0]) {
case '1':
newItem = new ItemBook(arr[2], arr[1], atof(arr[3].c_str()));
break;
case '2':
newItem = new ItemSuper(arr[1], atof(arr[3].c_str()),
atoi(arr[2].c_str()));
break;
case '3':
newItem = new ItemToy(arr[1], arr[2], atof(arr[4].c_str()),
atoi(arr[3].c_str()));
break;
}
_cartItems[numLine - 1] = newItem;
}
numLine++;
}
fe.close();
}
PConditionalProbabilityEstimator TConditionalProbabilityEstimatorConstructor_ByRows::operator()(PContingency frequencies, PDistribution apriori, PExampleGenerator gen, const long &weightID, const int &attrNo) const
{ if (!frequencies)
frequencies = mlnew TContingencyAttrClass(gen, weightID, attrNo);
if (frequencies->varType != TValue::INTVAR)
if (frequencies->outerVariable)
raiseError("attribute '%s' is not discrete", frequencies->outerVariable->get_name().c_str());
else
raiseError("discrete attribute for condition expected");
/* We first try to construct a list of Distributions; if we suceed, we'll return an instance of
TConditionProbabilityEstimator_FromDistribution. If we fail, we'll construct an instance of
TConditionProbabilityEstimator_ByRows. */
// This list stores conditional estimators for the case we fail
PProbabilityEstimatorList cpel = mlnew TProbabilityEstimatorList();
PContingency newcont = mlnew TContingencyAttrClass(frequencies->outerVariable, frequencies->innerVariable);
TDistributionVector::const_iterator fi(frequencies->discrete->begin()), fe(frequencies->discrete->end());
for (int i = 0; fi!=fe; fi++, i++) {
PProbabilityEstimator est = estimatorConstructor->call(*fi, apriori, PExampleGenerator(), 0, attrNo);
cpel->push_back(est);
PDistribution dist = est->call();
if (!dist)
break;
if (i >= newcont->discrete->size())
newcont->discrete->push_back(dist);
else
newcont->discrete->operator[](i) = dist;
}
if (fi==fe)
return mlnew TConditionalProbabilityEstimator_FromDistribution(newcont);
/* We failed at constructing a matrix of probabilites. We'll just complete the list of estimators. */
for (; fi!=fe; fi++)
cpel->push_back(estimatorConstructor->call(*fi, apriori, gen, weightID));
TConditionalProbabilityEstimator_ByRows *cbr = mlnew TConditionalProbabilityEstimator_ByRows();
PConditionalProbabilityEstimator wcbr = cbr;
cbr->estimatorList = cpel;
return wcbr;
}
void VCXYPadFixtureEditor_Test::accept()
{
QList <VCXYPadFixture> list;
VCXYPadFixture fxi(m_doc);
fxi.setDisplayMode(VCXYPadFixture::Percentage);
fxi.setHead(GroupHead(0, 0));
fxi.setX(0, 1, false);
fxi.setY(0, 1, false);
list << fxi;
fxi.setHead(GroupHead(1, 0));
fxi.setX(0.5, 0.6, true);
fxi.setY(0.5, 0.6, true);
list << fxi;
VCXYPadFixtureEditor fe(NULL, list);
fe.m_xMin->setValue(10);
fe.m_xMax->setValue(20);
fe.m_yMin->setValue(30);
fe.m_yMax->setValue(40);
fe.accept();
QCOMPARE(fe.m_xMin->value(), 10);
QCOMPARE(fe.m_xMax->value(), 20);
QCOMPARE(fe.m_yMin->value(), 30);
QCOMPARE(fe.m_yMax->value(), 40);
list = fe.fixtures();
QCOMPARE(list[0].head().fxi, quint32(0));
QCOMPARE(list[0].head().head, 0);
QCOMPARE(list[0].xMin(), qreal(0.1));
QCOMPARE(list[0].xMax(), qreal(0.2));
QCOMPARE(list[0].yMin(), qreal(0.3));
QCOMPARE(list[0].yMax(), qreal(0.4));
QCOMPARE(list[1].head().fxi, quint32(1));
QCOMPARE(list[1].head().head, 0);
QCOMPARE(list[1].xMin(), qreal(0.1));
QCOMPARE(list[1].xMax(), qreal(0.2));
QCOMPARE(list[1].yMin(), qreal(0.3));
QCOMPARE(list[1].yMax(), qreal(0.4));
}
void mdeath::fungus( monster &z )
{
// If the fungus died from anti-fungal poison, don't pouf
if( g->m.get_field_strength( z.pos(), fd_fungicidal_gas ) ) {
return;
}
//~ the sound of a fungus dying
sounds::sound( z.pos(), 10, sounds::sound_t::combat, _( "Pouf!" ), false, "misc", "puff" );
fungal_effects fe( *g, g->m );
for( auto &&sporep : g->m.points_in_radius( z.pos(), 1 ) ) { // *NOPAD*
if( g->m.impassable( sporep ) ) {
continue;
}
// z is dead, don't credit it with the kill
// Maybe credit z's killer?
fe.fungalize( sporep, nullptr, 0.25 );
}
}
Node *WithNodeFactory::getNode(const QString &tagContent, Parser *p) const
{
auto expr = smartSplit(tagContent);
if (expr.size() != 4 || expr.at(2) != QStringLiteral("as")) {
throw Grantlee::Exception(
TagSyntaxError, QStringLiteral("%1 expected format is 'value as name'")
.arg(expr.first()));
}
FilterExpression fe(expr.at(1), p);
QString name(expr.at(3));
auto n = new WithNode(fe, name, p);
auto nodeList = p->parse(n, QStringLiteral("endwith"));
n->setNodeList(nodeList);
p->removeNextToken();
return n;
}
void
ComputeCrackTipEnrichmentSmallStrain::computeProperties()
{
FEType fe_type(Utility::string_to_enum<Order>("first"),
Utility::string_to_enum<FEFamily>("lagrange"));
const unsigned int dim = _current_elem->dim();
std::unique_ptr<FEBase> fe(FEBase::build(dim, fe_type));
fe->attach_quadrature_rule(_qrule);
_fe_phi = &(fe->get_phi());
_fe_dphi = &(fe->get_dphi());
if (isBoundaryMaterial())
fe->reinit(_current_elem, _current_side);
else
fe->reinit(_current_elem);
for (unsigned int i = 0; i < _BI.size(); ++i)
crackTipEnrichementFunctionAtPoint(*(_current_elem->get_node(i)), _BI[i]);
ComputeStrainBase::computeProperties();
}
Grantlee::Node* FilterNodeFactory::getNode( const QString& tagContent, Grantlee::Parser* p ) const
{
QStringList expr = tagContent.split( QLatin1Char( ' ' ), QString::SkipEmptyParts );
expr.removeFirst();
QString expression = expr.join( QChar::fromLatin1( ' ' ) );
FilterExpression fe( QStringLiteral( "var|%1" ).arg( expression ), p );
QStringList filters = fe.filters();
if ( filters.contains( QStringLiteral( "safe" ) ) || filters.contains( QStringLiteral( "escape" ) ) ) {
throw Grantlee::Exception( TagSyntaxError, QStringLiteral( "Use the \"autoescape\" tag instead." ) );
}
FilterNode *n = new FilterNode( fe, p );
NodeList filterNodes = p->parse( n, QStringLiteral( "endfilter" ) );
p->removeNextToken();
n->setNodeList( filterNodes );
return n;
}
void FileManager :: saveSchema(){
const char* extTxt = ".txt";
std::string result = std::string(directory) +std::string(nameOfFile) + std::string(extTxt);
const char * schemaName = result.c_str();
// Crea un fichero de salida
ofstream fe(schemaName);
Nodo3d<const char*,int,int>* temp;
temp = schema.get_primerNodo();
schema.get_ultimoNodo()->set_siguiente(NULL);
for(int x=0 ; x<(schema.getLength());x++){
fe << temp->get_elemento1() <<endl;
fe << temp->get_elemento2() <<endl;
fe << temp->get_elemento3() <<endl;
temp = temp->get_siguiente();
}
fe.close();
}
Real
InteractionIntegralSM::computeIntegral()
{
Real sum = 0;
// calculate phi and dphi for this element
FEType fe_type(Utility::string_to_enum<Order>("first"),
Utility::string_to_enum<FEFamily>("lagrange"));
const unsigned int dim = _current_elem->dim();
UniquePtr<FEBase> fe(FEBase::build(dim, fe_type));
fe->attach_quadrature_rule(_qrule);
_phi_curr_elem = &fe->get_phi();
_dphi_curr_elem = &fe->get_dphi();
fe->reinit(_current_elem);
// calculate q for all nodes in this element
_q_curr_elem.clear();
unsigned int ring_base = (_q_function_type == "TOPOLOGY") ? 0 : 1;
for (unsigned int i = 0; i < _current_elem->n_nodes(); ++i)
{
Node * this_node = _current_elem->get_node(i);
Real q_this_node;
if (_q_function_type == "GEOMETRY")
q_this_node = _crack_front_definition->DomainIntegralQFunction(
_crack_front_point_index, _ring_index - ring_base, this_node);
else if (_q_function_type == "TOPOLOGY")
q_this_node = _crack_front_definition->DomainIntegralTopologicalQFunction(
_crack_front_point_index, _ring_index - ring_base, this_node);
_q_curr_elem.push_back(q_this_node);
}
for (_qp = 0; _qp < _qrule->n_points(); _qp++)
sum += _JxW[_qp] * _coord[_qp] * computeQpIntegral();
return sum;
}
void VCXYPadFixtureEditor_Test::valueSlots()
{
QList <VCXYPadFixture> list;
VCXYPadFixtureEditor fe(NULL, list);
fe.m_xMin->setValue(50);
fe.m_xMax->setValue(20);
QCOMPARE(fe.m_xMin->value(), 19);
QCOMPARE(fe.m_xMax->value(), 20);
fe.m_xMin->setValue(40);
QCOMPARE(fe.m_xMin->value(), 40);
QCOMPARE(fe.m_xMax->value(), 41);
fe.m_yMin->setValue(50);
fe.m_yMax->setValue(20);
QCOMPARE(fe.m_yMin->value(), 19);
QCOMPARE(fe.m_yMax->value(), 20);
fe.m_yMin->setValue(40);
QCOMPARE(fe.m_yMin->value(), 40);
QCOMPARE(fe.m_yMax->value(), 41);
}
void VCXYPadFixtureEditor_Test::initial()
{
QList <VCXYPadFixture> list;
VCXYPadFixture fxi(m_doc);
fxi.setDisplayMode(VCXYPadFixture::Percentage);
fxi.setHead(GroupHead(0, 0));
fxi.setX(0.1, 0.2, false);
fxi.setY(0.3, 0.4, true);
list << fxi;
fxi.setHead(GroupHead(1, 0));
fxi.setX(0, 1, true);
fxi.setY(0, 1, false);
list << fxi;
VCXYPadFixtureEditor fe(NULL, list);
QCOMPARE(fe.fixtures(), list);
QCOMPARE(fe.m_xMin->value(), 10);
QCOMPARE(fe.m_xMax->value(), 20);
QCOMPARE(fe.m_xReverse->isChecked(), false);
QCOMPARE(fe.m_yMin->value(), 30);
QCOMPARE(fe.m_yMax->value(), 40);
QCOMPARE(fe.m_yReverse->isChecked(), true);
list.clear();
VCXYPadFixtureEditor fe2(NULL, list);
QCOMPARE(fe2.fixtures().isEmpty(), true);
QCOMPARE(fe2.m_xMin->value(), 0);
QCOMPARE(fe2.m_xMax->value(), 100);
QCOMPARE(fe2.m_xReverse->isChecked(), false);
QCOMPARE(fe2.m_yMin->value(), 0);
QCOMPARE(fe2.m_yMax->value(), 100);
QCOMPARE(fe2.m_yReverse->isChecked(), false);
}
void eff_hs_overlap(TString f_name, TString p_name, TString pt)
{
// efficiency vs half-strip - including overlaps in odd&even
TCut ok_eta = "TMath::Abs(eta)>1.64 && TMath::Abs(eta)<2.12";
TTree *t = getTree(f_name);
TH1F* ho = draw_eff(t, " GEM reconstruction efficiency CMS Simulation;LCT half-strip number;Efficiency", "h_odd", "(130,0.5,130.5)", "hs_lct_odd", ok_lct1 && ok_eta , ok_pad1_overlap, "", kRed);
TH1F* he = draw_eff(t, " GEM reconstruction efficiency CMS Simulation;LCT half-strip number;Efficiency", "h_evn", "(130,0.5,130.5)", "hs_lct_even", ok_lct2 && ok_eta , ok_pad2_overlap, "same");
TF1 fo("fo", "pol0", 6., 123.);
ho->Fit("fo","RN");
TF1 fe("fe", "pol0", 6., 123.);
he->Fit("fe","RN");
TLegend *leg = new TLegend(0.25,0.23,.75,0.5, NULL, "brNDC");
leg->SetBorderSize(0);
leg->SetFillStyle(0);
leg->SetTextSize(0.06);
leg->AddEntry((TObject*)0,"muon p_{T} = " + pt + " GeV/c","");
leg->AddEntry(he, "\"Close\" chamber pairs","l");
leg->AddEntry(ho, "\"Far\" chamber pairs","l");
leg->Draw();
// Print additional information
TLatex* tex2 = new TLatex(.67,.8," L1 Trigger");
tex2->SetTextSize(0.05);
tex2->SetNDC();
tex2->Draw();
TLatex * tex = new TLatex(.66,.73,"1.64<|#eta|<2.12");
tex->SetTextSize(0.05);
tex->SetNDC();
tex->Draw();
gPad->Print(p_name);
}
/*
* How it works -- if There are no parenthesis, it must be a
* foreach array command. If there are parenthesis, and there are
* exactly two commas, it must be a C-like for command, else it must
* must be an foreach word command
*/
void
foreach_handler(u_char *command, u_char *args, u_char *subargs)
{
u_char *temp = NULL;
u_char *placeholder;
u_char *temp2 = NULL;
malloc_strcpy(&temp, args);
placeholder = temp;
if (*temp == '(')
{
if ((temp2 = next_expr(&temp, '(')) == NULL) {
new_free(&placeholder);
return;
}
if (charcount(temp2, ',') == 2)
forcmd(command, args, subargs);
else
fe(command, args, subargs);
}
else
foreach(command, args, subargs);
new_free(&placeholder);
}
void
MultiAppProjectionTransfer::assembleL2From(EquationSystems & es, const std::string & system_name)
{
unsigned int n_apps = _multi_app->numGlobalApps();
std::vector<NumericVector<Number> *> from_slns(n_apps, NULL);
std::vector<MeshFunction *> from_fns(n_apps, NULL);
std::vector<MeshTools::BoundingBox *> from_bbs(n_apps, NULL);
// get bounding box, mesh function and solution for each subapp
for (unsigned int i = 0; i < n_apps; i++)
{
if (!_multi_app->hasLocalApp(i))
continue;
MPI_Comm swapped = Moose::swapLibMeshComm(_multi_app->comm());
FEProblem & from_problem = *_multi_app->appProblem(i);
EquationSystems & from_es = from_problem.es();
MeshBase & from_mesh = from_es.get_mesh();
MeshTools::BoundingBox * app_box = new MeshTools::BoundingBox(MeshTools::processor_bounding_box(from_mesh, from_mesh.processor_id()));
from_bbs[i] = app_box;
MooseVariable & from_var = from_problem.getVariable(0, _from_var_name);
System & from_sys = from_var.sys().system();
unsigned int from_var_num = from_sys.variable_number(from_var.name());
NumericVector<Number> * serialized_from_solution = NumericVector<Number>::build(from_sys.comm()).release();
serialized_from_solution->init(from_sys.n_dofs(), false, SERIAL);
// Need to pull down a full copy of this vector on every processor so we can get values in parallel
from_sys.solution->localize(*serialized_from_solution);
from_slns[i] = serialized_from_solution;
MeshFunction * from_func = new MeshFunction(from_es, *serialized_from_solution, from_sys.get_dof_map(), from_var_num);
from_func->init(Trees::ELEMENTS);
from_func->enable_out_of_mesh_mode(NOTFOUND);
from_fns[i] = from_func;
Moose::swapLibMeshComm(swapped);
}
const MeshBase& mesh = es.get_mesh();
const unsigned int dim = mesh.mesh_dimension();
LinearImplicitSystem & system = es.get_system<LinearImplicitSystem>(system_name);
FEType fe_type = system.variable_type(0);
AutoPtr<FEBase> fe(FEBase::build(dim, fe_type));
QGauss qrule(dim, fe_type.default_quadrature_order());
fe->attach_quadrature_rule(&qrule);
const std::vector<Real> & JxW = fe->get_JxW();
const std::vector<std::vector<Real> > & phi = fe->get_phi();
const std::vector<Point> & xyz = fe->get_xyz();
const DofMap& dof_map = system.get_dof_map();
DenseMatrix<Number> Ke;
DenseVector<Number> Fe;
std::vector<dof_id_type> dof_indices;
MeshBase::const_element_iterator el = mesh.active_local_elements_begin();
const MeshBase::const_element_iterator end_el = mesh.active_local_elements_end();
for ( ; el != end_el; ++el)
{
const Elem* elem = *el;
fe->reinit (elem);
dof_map.dof_indices (elem, dof_indices);
Ke.resize (dof_indices.size(), dof_indices.size());
Fe.resize (dof_indices.size());
for (unsigned int qp = 0; qp < qrule.n_points(); qp++)
{
Point qpt = xyz[qp];
Real f = 0.;
for (unsigned int app = 0; app < n_apps; app++)
{
Point pt = qpt - _multi_app->position(app);
if (from_bbs[app] != NULL && from_bbs[app]->contains_point(pt))
{
MPI_Comm swapped = Moose::swapLibMeshComm(_multi_app->comm());
f = (*from_fns[app])(pt);
Moose::swapLibMeshComm(swapped);
break;
}
}
// Now compute the element matrix and RHS contributions.
for (unsigned int i=0; i<phi.size(); i++)
{
// RHS
Fe(i) += JxW[qp] * (f * phi[i][qp]);
if (_compute_matrix)
for (unsigned int j = 0; j < phi.size(); j++)
{
// The matrix contribution
Ke(i,j) += JxW[qp] * (phi[i][qp] * phi[j][qp]);
}
}
dof_map.constrain_element_matrix_and_vector(Ke, Fe, dof_indices);
if (_compute_matrix)
system.matrix->add_matrix(Ke, dof_indices);
system.rhs->add_vector(Fe, dof_indices);
}
}
for (unsigned int i = 0; i < n_apps; i++)
{
delete from_fns[i];
delete from_bbs[i];
delete from_slns[i];
}
}
void
MultiAppProjectionTransfer::assembleL2To(EquationSystems & es, const std::string & system_name)
{
unsigned int app = es.parameters.get<unsigned int>("app");
FEProblem & from_problem = *_multi_app->problem();
EquationSystems & from_es = from_problem.es();
MooseVariable & from_var = from_problem.getVariable(0, _from_var_name);
System & from_sys = from_var.sys().system();
unsigned int from_var_num = from_sys.variable_number(from_var.name());
NumericVector<Number> * serialized_from_solution = NumericVector<Number>::build(from_sys.comm()).release();
serialized_from_solution->init(from_sys.n_dofs(), false, SERIAL);
// Need to pull down a full copy of this vector on every processor so we can get values in parallel
from_sys.solution->localize(*serialized_from_solution);
MeshFunction from_func(from_es, *serialized_from_solution, from_sys.get_dof_map(), from_var_num);
from_func.init(Trees::ELEMENTS);
from_func.enable_out_of_mesh_mode(0.);
const MeshBase& mesh = es.get_mesh();
const unsigned int dim = mesh.mesh_dimension();
LinearImplicitSystem & system = es.get_system<LinearImplicitSystem>(system_name);
FEType fe_type = system.variable_type(0);
AutoPtr<FEBase> fe(FEBase::build(dim, fe_type));
QGauss qrule(dim, fe_type.default_quadrature_order());
fe->attach_quadrature_rule(&qrule);
const std::vector<Real> & JxW = fe->get_JxW();
const std::vector<std::vector<Real> > & phi = fe->get_phi();
const std::vector<Point> & xyz = fe->get_xyz();
const DofMap& dof_map = system.get_dof_map();
DenseMatrix<Number> Ke;
DenseVector<Number> Fe;
std::vector<dof_id_type> dof_indices;
MeshBase::const_element_iterator el = mesh.active_local_elements_begin();
const MeshBase::const_element_iterator end_el = mesh.active_local_elements_end();
for ( ; el != end_el; ++el)
{
const Elem* elem = *el;
fe->reinit (elem);
dof_map.dof_indices (elem, dof_indices);
Ke.resize (dof_indices.size(), dof_indices.size());
Fe.resize (dof_indices.size());
for (unsigned int qp = 0; qp < qrule.n_points(); qp++)
{
Point qpt = xyz[qp];
Point pt = qpt + _multi_app->position(app);
Real f = from_func(pt);
// Now compute the element matrix and RHS contributions.
for (unsigned int i=0; i<phi.size(); i++)
{
// RHS
Fe(i) += JxW[qp] * (f * phi[i][qp]);
if (_compute_matrix)
for (unsigned int j = 0; j < phi.size(); j++)
{
// The matrix contribution
Ke(i,j) += JxW[qp] * (phi[i][qp] * phi[j][qp]);
}
}
dof_map.constrain_element_matrix_and_vector(Ke, Fe, dof_indices);
if (_compute_matrix)
system.matrix->add_matrix(Ke, dof_indices);
system.rhs->add_vector(Fe, dof_indices);
}
}
}
void
IMPInitializer::registerMesh(MeshBase* mesh, int level_number)
{
const int max_levels = d_gridding_alg->getMaxLevels();
if (level_number < 0) level_number = max_levels - 1;
level_number = std::min(level_number, max_levels - 1);
const unsigned int mesh_idx = static_cast<unsigned int>(d_meshes[level_number].size());
d_meshes[level_number].push_back(mesh);
// Compute the Cartesian grid spacing on the specified level of the mesh.
Pointer<CartesianGridGeometry<NDIM> > grid_geom = d_hierarchy->getGridGeometry();
const double* const dx0 = grid_geom->getDx();
double dx[NDIM];
std::copy(dx0, dx0 + NDIM, dx);
for (int ln = 1; ln <= level_number; ++ln)
{
const IntVector<NDIM> ratio = d_gridding_alg->getRatioToCoarserLevel(ln);
for (unsigned int d = 0; d < NDIM; ++d) dx[d] /= static_cast<double>(ratio(d));
}
const double dx_min = *std::min_element(dx, dx + NDIM);
// Setup data structures for computing the positions of the material points
// and weighting factors.
const int dim = mesh->mesh_dimension();
FEType fe_type(FIRST, LAGRANGE);
AutoPtr<QBase> qrule = QBase::build(QGAUSS, dim, FIRST);
AutoPtr<FEBase> fe(FEBase::build(dim, fe_type));
fe->attach_quadrature_rule(qrule.get());
const std::vector<libMesh::Point>& q_point = fe->get_xyz();
const std::vector<double>& JxW = fe->get_JxW();
const MeshBase::const_element_iterator el_begin = mesh->active_elements_begin();
const MeshBase::const_element_iterator el_end = mesh->active_elements_end();
// Count the number of material points.
d_num_vertex[level_number].push_back(0);
d_vertex_offset[level_number].push_back(0);
if (mesh_idx > 0)
{
d_vertex_offset[level_number][mesh_idx] =
d_vertex_offset[level_number][mesh_idx - 1] + d_num_vertex[level_number][mesh_idx - 1];
}
for (MeshBase::const_element_iterator el_it = el_begin; el_it != el_end; ++el_it)
{
const Elem* const elem = *el_it;
const double hmax = elem->hmax();
const int npts = std::max(MIN_POINTS, std::ceil(POINT_FACTOR * hmax / dx_min));
const Order order = static_cast<Order>(std::min(2 * npts - 1, static_cast<int>(FORTYTHIRD)));
if (order != qrule->get_order())
{
qrule = QBase::build(QGAUSS, dim, order);
fe->attach_quadrature_rule(qrule.get());
}
fe->reinit(elem);
d_num_vertex[level_number][mesh_idx] += qrule->n_points();
}
// Initialize the material points.
d_vertex_posn[level_number].resize(d_vertex_posn[level_number].size() + 1);
d_vertex_wgt[level_number].resize(d_vertex_wgt[level_number].size() + 1);
d_vertex_subdomain_id[level_number].resize(d_vertex_subdomain_id[level_number].size() + 1);
d_vertex_posn[level_number][mesh_idx].resize(d_num_vertex[level_number][mesh_idx]);
d_vertex_wgt[level_number][mesh_idx].resize(d_num_vertex[level_number][mesh_idx]);
d_vertex_subdomain_id[level_number][mesh_idx].resize(d_num_vertex[level_number][mesh_idx]);
unsigned int k = 0;
for (MeshBase::const_element_iterator el_it = el_begin; el_it != el_end; ++el_it)
{
const Elem* const elem = *el_it;
const double hmax = elem->hmax();
const int npts = std::max(MIN_POINTS, std::ceil(POINT_FACTOR * hmax / dx_min));
const Order order = static_cast<Order>(std::min(2 * npts - 1, static_cast<int>(FORTYTHIRD)));
if (order != qrule->get_order())
{
qrule = QBase::build(QGAUSS, dim, order);
fe->attach_quadrature_rule(qrule.get());
}
fe->reinit(elem);
for (unsigned int qp = 0; qp < qrule->n_points(); ++qp, ++k)
{
d_vertex_posn[level_number][mesh_idx][k] = q_point[qp];
d_vertex_wgt[level_number][mesh_idx][k] = JxW[qp];
d_vertex_subdomain_id[level_number][mesh_idx][k] = elem->subdomain_id();
}
}
return;
} // registerMesh
void
MultiAppProjectionTransfer::execute()
{
_console << "Beginning projection transfer " << name() << std::endl;
getAppInfo();
////////////////////
// We are going to project the solutions by solving some linear systems. In
// order to assemble the systems, we need to evaluate the "from" domain
// solutions at quadrature points in the "to" domain. Some parallel
// communication is necessary because each processor doesn't necessarily have
// all the "from" information it needs to set its "to" values. We don't want
// to use a bunch of big all-to-all broadcasts, so we'll use bounding boxes to
// figure out which processors have the information we need and only
// communicate with those processors.
//
// Each processor will
// 1. Check its local quadrature points in the "to" domains to see which
// "from" domains they might be in.
// 2. Send quadrature points to the processors with "from" domains that might
// contain those points.
// 3. Recieve quadrature points from other processors, evaluate its mesh
// functions at those points, and send the values back to the proper
// processor
// 4. Recieve mesh function evaluations from all relevant processors and
// decide which one to use at every quadrature point (the lowest global app
// index always wins)
// 5. And use the mesh function evaluations to assemble and solve an L2
// projection system on its local elements.
////////////////////
////////////////////
// For every combination of global "from" problem and local "to" problem, find
// which "from" bounding boxes overlap with which "to" elements. Keep track
// of which processors own bounding boxes that overlap with which elements.
// Build vectors of quadrature points to send to other processors for mesh
// function evaluations.
////////////////////
// Get the bounding boxes for the "from" domains.
std::vector<MeshTools::BoundingBox> bboxes = getFromBoundingBoxes();
// Figure out how many "from" domains each processor owns.
std::vector<unsigned int> froms_per_proc = getFromsPerProc();
std::vector<std::vector<Point> > outgoing_qps(n_processors());
std::vector<std::map<std::pair<unsigned int, unsigned int>, unsigned int> > element_index_map(n_processors());
// element_index_map[i_to, element_id] = index
// outgoing_qps[index] is the first quadrature point in element
if (! _qps_cached)
{
for (unsigned int i_to = 0; i_to < _to_problems.size(); i_to++)
{
MeshBase & to_mesh = _to_meshes[i_to]->getMesh();
LinearImplicitSystem & system = * _proj_sys[i_to];
FEType fe_type = system.variable_type(0);
std::unique_ptr<FEBase> fe(FEBase::build(to_mesh.mesh_dimension(), fe_type));
QGauss qrule(to_mesh.mesh_dimension(), fe_type.default_quadrature_order());
fe->attach_quadrature_rule(&qrule);
const std::vector<Point> & xyz = fe->get_xyz();
MeshBase::const_element_iterator el = to_mesh.local_elements_begin();
const MeshBase::const_element_iterator end_el = to_mesh.local_elements_end();
unsigned int from0 = 0;
for (processor_id_type i_proc = 0;
i_proc < n_processors();
from0 += froms_per_proc[i_proc], i_proc++)
{
for (el = to_mesh.local_elements_begin(); el != end_el; el++)
{
const Elem* elem = *el;
fe->reinit (elem);
bool qp_hit = false;
for (unsigned int i_from = 0;
i_from < froms_per_proc[i_proc] && ! qp_hit; i_from++)
{
for (unsigned int qp = 0;
qp < qrule.n_points() && ! qp_hit; qp ++)
{
Point qpt = xyz[qp];
if (bboxes[from0 + i_from].contains_point(qpt + _to_positions[i_to]))
qp_hit = true;
}
}
if (qp_hit)
{
// The selected processor's bounding box contains at least one
// quadrature point from this element. Send all qps from this element
// and remember where they are in the array using the map.
std::pair<unsigned int, unsigned int> key(i_to, elem->id());
element_index_map[i_proc][key] = outgoing_qps[i_proc].size();
for (unsigned int qp = 0; qp < qrule.n_points(); qp ++)
{
Point qpt = xyz[qp];
outgoing_qps[i_proc].push_back(qpt + _to_positions[i_to]);
}
}
}
}
}
if (_fixed_meshes)
_cached_index_map = element_index_map;
}
else
{
element_index_map = _cached_index_map;
}
////////////////////
// Request quadrature point evaluations from other processors and handle
// requests sent to this processor.
////////////////////
// Non-blocking send quadrature points to other processors.
std::vector<Parallel::Request> send_qps(n_processors());
if (! _qps_cached)
for (processor_id_type i_proc = 0; i_proc < n_processors(); i_proc++)
if (i_proc != processor_id())
_communicator.send(i_proc, outgoing_qps[i_proc], send_qps[i_proc]);
// Get the local bounding boxes.
std::vector<MeshTools::BoundingBox> local_bboxes(froms_per_proc[processor_id()]);
{
// Find the index to the first of this processor's local bounding boxes.
unsigned int local_start = 0;
for (processor_id_type i_proc = 0;
i_proc < n_processors() && i_proc != processor_id();
i_proc++)
local_start += froms_per_proc[i_proc];
// Extract the local bounding boxes.
for (unsigned int i_from = 0; i_from < froms_per_proc[processor_id()]; i_from++)
local_bboxes[i_from] = bboxes[local_start + i_from];
}
// Setup the local mesh functions.
std::vector<MeshFunction *> local_meshfuns(froms_per_proc[processor_id()], NULL);
for (unsigned int i_from = 0; i_from < _from_problems.size(); i_from++)
{
FEProblemBase & from_problem = *_from_problems[i_from];
MooseVariable & from_var = from_problem.getVariable(0, _from_var_name);
System & from_sys = from_var.sys().system();
unsigned int from_var_num = from_sys.variable_number(from_var.name());
MeshFunction * from_func = new MeshFunction(from_problem.es(),
*from_sys.current_local_solution, from_sys.get_dof_map(), from_var_num);
from_func->init(Trees::ELEMENTS);
from_func->enable_out_of_mesh_mode(OutOfMeshValue);
local_meshfuns[i_from] = from_func;
}
// Recieve quadrature points from other processors, evaluate mesh frunctions
// at those points, and send the values back.
std::vector<Parallel::Request> send_evals(n_processors());
std::vector<Parallel::Request> send_ids(n_processors());
std::vector<std::vector<Real> > outgoing_evals(n_processors());
std::vector<std::vector<unsigned int> > outgoing_ids(n_processors());
std::vector<std::vector<Real> > incoming_evals(n_processors());
std::vector<std::vector<unsigned int> > incoming_app_ids(n_processors());
for (processor_id_type i_proc = 0; i_proc < n_processors(); i_proc++)
{
// Use the cached qps if they're available.
std::vector<Point> incoming_qps;
if (! _qps_cached)
{
if (i_proc == processor_id())
incoming_qps = outgoing_qps[i_proc];
else
_communicator.receive(i_proc, incoming_qps);
// Cache these qps for later if _fixed_meshes
if (_fixed_meshes)
_cached_qps[i_proc] = incoming_qps;
}
else
{
incoming_qps = _cached_qps[i_proc];
}
outgoing_evals[i_proc].resize(incoming_qps.size(), OutOfMeshValue);
if (_direction == FROM_MULTIAPP)
outgoing_ids[i_proc].resize(incoming_qps.size(), libMesh::invalid_uint);
for (unsigned int qp = 0; qp < incoming_qps.size(); qp++)
{
Point qpt = incoming_qps[qp];
// Loop until we've found the lowest-ranked app that actually contains
// the quadrature point.
for (unsigned int i_from = 0; i_from < _from_problems.size(); i_from++)
{
if (local_bboxes[i_from].contains_point(qpt))
{
outgoing_evals[i_proc][qp] = (* local_meshfuns[i_from])(qpt - _from_positions[i_from]);
if (_direction == FROM_MULTIAPP)
outgoing_ids[i_proc][qp] = _local2global_map[i_from];
}
}
}
if (i_proc == processor_id())
{
incoming_evals[i_proc] = outgoing_evals[i_proc];
if (_direction == FROM_MULTIAPP)
incoming_app_ids[i_proc] = outgoing_ids[i_proc];
}
else
{
_communicator.send(i_proc, outgoing_evals[i_proc], send_evals[i_proc]);
if (_direction == FROM_MULTIAPP)
_communicator.send(i_proc, outgoing_ids[i_proc], send_ids[i_proc]);
}
}
////////////////////
// Gather all of the qp evaluations and pick out the best ones for each qp.
////////////////////
for (processor_id_type i_proc = 0; i_proc < n_processors(); i_proc++)
{
if (i_proc == processor_id())
continue;
_communicator.receive(i_proc, incoming_evals[i_proc]);
if (_direction == FROM_MULTIAPP)
_communicator.receive(i_proc, incoming_app_ids[i_proc]);
}
std::vector<std::vector<Real> > final_evals(_to_problems.size());
std::vector<std::map<unsigned int, unsigned int> > trimmed_element_maps(_to_problems.size());
for (unsigned int i_to = 0; i_to < _to_problems.size(); i_to++)
{
MeshBase & to_mesh = _to_meshes[i_to]->getMesh();
LinearImplicitSystem & system = * _proj_sys[i_to];
FEType fe_type = system.variable_type(0);
std::unique_ptr<FEBase> fe(FEBase::build(to_mesh.mesh_dimension(), fe_type));
QGauss qrule(to_mesh.mesh_dimension(), fe_type.default_quadrature_order());
fe->attach_quadrature_rule(&qrule);
const std::vector<Point> & xyz = fe->get_xyz();
MeshBase::const_element_iterator el = to_mesh.local_elements_begin();
const MeshBase::const_element_iterator end_el = to_mesh.local_elements_end();
for (el = to_mesh.active_local_elements_begin(); el != end_el; el++)
{
const Elem* elem = *el;
fe->reinit (elem);
bool element_is_evaled = false;
std::vector<Real> evals(qrule.n_points(), 0.);
for (unsigned int qp = 0; qp < qrule.n_points(); qp++)
{
Point qpt = xyz[qp];
unsigned int lowest_app_rank = libMesh::invalid_uint;
for (unsigned int i_proc = 0; i_proc < n_processors(); i_proc++)
{
// Ignore the selected processor if the element wasn't found in it's
// bounding box.
std::map<std::pair<unsigned int, unsigned int>, unsigned int> & map = element_index_map[i_proc];
std::pair<unsigned int, unsigned int> key(i_to, elem->id());
if (map.find(key) == map.end())
continue;
unsigned int qp0 = map[key];
// Ignore the selected processor if it's app has a higher rank than the
// previously found lowest app rank.
if (_direction == FROM_MULTIAPP)
if (incoming_app_ids[i_proc][qp0 + qp] >= lowest_app_rank)
continue;
// Ignore the selected processor if the qp was actually outside the
// processor's subapp's mesh.
if (incoming_evals[i_proc][qp0 + qp] == OutOfMeshValue)
continue;
// This is the best meshfunction evaluation so far, save it.
element_is_evaled = true;
evals[qp] = incoming_evals[i_proc][qp0 + qp];
}
}
// If we found good evaluations for any of the qps in this element, save
// those evaluations for later.
if (element_is_evaled)
{
trimmed_element_maps[i_to][elem->id()] = final_evals[i_to].size();
for (unsigned int qp = 0; qp < qrule.n_points(); qp++)
final_evals[i_to].push_back(evals[qp]);
}
}
}
////////////////////
// We now have just one or zero mesh function values at all of our local
// quadrature points. Stash those values (and a map linking them to element
// ids) in the equation systems parameters and project the solution.
////////////////////
for (unsigned int i_to = 0; i_to < _to_problems.size(); i_to++)
{
_to_es[i_to]->parameters.set<std::vector<Real>*>("final_evals") = & final_evals[i_to];
_to_es[i_to]->parameters.set<std::map<unsigned int, unsigned int>*>("element_map") = & trimmed_element_maps[i_to];
projectSolution(i_to);
_to_es[i_to]->parameters.set<std::vector<Real>*>("final_evals") = NULL;
_to_es[i_to]->parameters.set<std::map<unsigned int, unsigned int>*>("element_map") = NULL;
}
for (unsigned int i = 0; i < _from_problems.size(); i++)
delete local_meshfuns[i];
// Make sure all our sends succeeded.
for (processor_id_type i_proc = 0; i_proc < n_processors(); i_proc++)
{
if (i_proc == processor_id())
continue;
if (! _qps_cached)
send_qps[i_proc].wait();
send_evals[i_proc].wait();
if (_direction == FROM_MULTIAPP)
send_ids[i_proc].wait();
}
if (_fixed_meshes)
_qps_cached = true;
_console << "Finished projection transfer " << name() << std::endl;
}
void
MultiAppProjectionTransfer::assembleL2(EquationSystems & es, const std::string & system_name)
{
// Get the system and mesh from the input arguments.
LinearImplicitSystem & system = es.get_system<LinearImplicitSystem>(system_name);
MeshBase & to_mesh = es.get_mesh();
// Get the meshfunction evaluations and the map that was stashed in the es.
std::vector<Real> & final_evals = * es.parameters.get<std::vector<Real>*>("final_evals");
std::map<unsigned int, unsigned int> & element_map = * es.parameters.get<std::map<unsigned int, unsigned int>*>("element_map");
// Setup system vectors and matrices.
FEType fe_type = system.variable_type(0);
std::unique_ptr<FEBase> fe(FEBase::build(to_mesh.mesh_dimension(), fe_type));
QGauss qrule(to_mesh.mesh_dimension(), fe_type.default_quadrature_order());
fe->attach_quadrature_rule(&qrule);
const DofMap& dof_map = system.get_dof_map();
DenseMatrix<Number> Ke;
DenseVector<Number> Fe;
std::vector<dof_id_type> dof_indices;
const std::vector<Real> & JxW = fe->get_JxW();
const std::vector<std::vector<Real> > & phi = fe->get_phi();
const MeshBase::const_element_iterator end_el = to_mesh.active_local_elements_end();
for (MeshBase::const_element_iterator el = to_mesh.active_local_elements_begin(); el != end_el; ++el)
{
const Elem* elem = *el;
fe->reinit (elem);
dof_map.dof_indices (elem, dof_indices);
Ke.resize (dof_indices.size(), dof_indices.size());
Fe.resize (dof_indices.size());
for (unsigned int qp = 0; qp < qrule.n_points(); qp++)
{
Real meshfun_eval = 0.;
if (element_map.find(elem->id()) != element_map.end())
{
// We have evaluations for this element.
meshfun_eval = final_evals[element_map[elem->id()] + qp];
}
// Now compute the element matrix and RHS contributions.
for (unsigned int i=0; i<phi.size(); i++)
{
// RHS
Fe(i) += JxW[qp] * (meshfun_eval * phi[i][qp]);
if (_compute_matrix)
for (unsigned int j = 0; j < phi.size(); j++)
{
// The matrix contribution
Ke(i,j) += JxW[qp] * (phi[i][qp] * phi[j][qp]);
}
}
dof_map.constrain_element_matrix_and_vector(Ke, Fe, dof_indices);
if (_compute_matrix)
system.matrix->add_matrix(Ke, dof_indices);
system.rhs->add_vector(Fe, dof_indices);
}
}
}
void ExactSolution::_compute_error(const std::string& sys_name,
const std::string& unknown_name,
std::vector<Real>& error_vals)
{
// This function must be run on all processors at once
parallel_only();
// Make sure we aren't "overconfigured"
libmesh_assert (!(_exact_values.size() && _equation_systems_fine));
// Get a reference to the system whose error is being computed.
// If we have a fine grid, however, we'll integrate on that instead
// for more accuracy.
const System& computed_system = _equation_systems_fine ?
_equation_systems_fine->get_system(sys_name) :
_equation_systems.get_system (sys_name);
const Real time = _equation_systems.get_system(sys_name).time;
const unsigned int sys_num = computed_system.number();
const unsigned int var = computed_system.variable_number(unknown_name);
const unsigned int var_component =
computed_system.variable_scalar_number(var, 0);
// Prepare a global solution and a MeshFunction of the coarse system if we need one
AutoPtr<MeshFunction> coarse_values;
AutoPtr<NumericVector<Number> > comparison_soln = NumericVector<Number>::build();
if (_equation_systems_fine)
{
const System& comparison_system
= _equation_systems.get_system(sys_name);
std::vector<Number> global_soln;
comparison_system.update_global_solution(global_soln);
comparison_soln->init(comparison_system.solution->size(), true, SERIAL);
(*comparison_soln) = global_soln;
coarse_values = AutoPtr<MeshFunction>
(new MeshFunction(_equation_systems,
*comparison_soln,
comparison_system.get_dof_map(),
comparison_system.variable_number(unknown_name)));
coarse_values->init();
}
// Initialize any functors we're going to use
for (unsigned int i=0; i != _exact_values.size(); ++i)
if (_exact_values[i])
_exact_values[i]->init();
for (unsigned int i=0; i != _exact_derivs.size(); ++i)
if (_exact_derivs[i])
_exact_derivs[i]->init();
for (unsigned int i=0; i != _exact_hessians.size(); ++i)
if (_exact_hessians[i])
_exact_hessians[i]->init();
// Get a reference to the dofmap and mesh for that system
const DofMap& computed_dof_map = computed_system.get_dof_map();
const MeshBase& _mesh = computed_system.get_mesh();
const unsigned int dim = _mesh.mesh_dimension();
// Zero the error before summation
// 0 - sum of square of function error (L2)
// 1 - sum of square of gradient error (H1 semi)
// 2 - sum of square of Hessian error (H2 semi)
// 3 - sum of sqrt(square of function error) (L1)
// 4 - max of sqrt(square of function error) (Linfty)
// 5 - sum of square of curl error (HCurl semi)
// 6 - sum of square of div error (HDiv semi)
error_vals = std::vector<Real>(7, 0.);
// Construct Quadrature rule based on default quadrature order
const FEType& fe_type = computed_dof_map.variable_type(var);
unsigned int n_vec_dim = FEInterface::n_vec_dim( _mesh, fe_type );
// FIXME: MeshFunction needs to be updated to support vector-valued
// elements before we can use a reference solution.
if( (n_vec_dim > 1) && _equation_systems_fine )
{
libMesh::err << "Error calculation using reference solution not yet\n"
<< "supported for vector-valued elements."
<< std::endl;
libmesh_not_implemented();
}
AutoPtr<QBase> qrule =
fe_type.default_quadrature_rule (dim,
_extra_order);
// Construct finite element object
AutoPtr<FEGenericBase<OutputShape> > fe(FEGenericBase<OutputShape>::build(dim, fe_type));
// Attach quadrature rule to FE object
fe->attach_quadrature_rule (qrule.get());
// The Jacobian*weight at the quadrature points.
const std::vector<Real>& JxW = fe->get_JxW();
// The value of the shape functions at the quadrature points
// i.e. phi(i) = phi_values[i][qp]
const std::vector<std::vector<OutputShape> >& phi_values = fe->get_phi();
// The value of the shape function gradients at the quadrature points
const std::vector<std::vector<typename FEGenericBase<OutputShape>::OutputGradient> >&
dphi_values = fe->get_dphi();
// The value of the shape function curls at the quadrature points
// Only computed for vector-valued elements
const std::vector<std::vector<typename FEGenericBase<OutputShape>::OutputShape> >* curl_values = NULL;
// The value of the shape function divergences at the quadrature points
// Only computed for vector-valued elements
const std::vector<std::vector<typename FEGenericBase<OutputShape>::OutputDivergence> >* div_values = NULL;
if( FEInterface::field_type(fe_type) == TYPE_VECTOR )
{
curl_values = &fe->get_curl_phi();
div_values = &fe->get_div_phi();
}
#ifdef LIBMESH_ENABLE_SECOND_DERIVATIVES
// The value of the shape function second derivatives at the quadrature points
const std::vector<std::vector<typename FEGenericBase<OutputShape>::OutputTensor> >&
d2phi_values = fe->get_d2phi();
#endif
// The XYZ locations (in physical space) of the quadrature points
const std::vector<Point>& q_point = fe->get_xyz();
// The global degree of freedom indices associated
// with the local degrees of freedom.
std::vector<dof_id_type> dof_indices;
//
// Begin the loop over the elements
//
// TODO: this ought to be threaded (and using subordinate
// MeshFunction objects in each thread rather than a single
// master)
MeshBase::const_element_iterator el = _mesh.active_local_elements_begin();
const MeshBase::const_element_iterator end_el = _mesh.active_local_elements_end();
for ( ; el != end_el; ++el)
{
// Store a pointer to the element we are currently
// working on. This allows for nicer syntax later.
const Elem* elem = *el;
// reinitialize the element-specific data
// for the current element
fe->reinit (elem);
// Get the local to global degree of freedom maps
computed_dof_map.dof_indices (elem, dof_indices, var);
// The number of quadrature points
const unsigned int n_qp = qrule->n_points();
// The number of shape functions
const unsigned int n_sf =
libmesh_cast_int<unsigned int>(dof_indices.size());
//
// Begin the loop over the Quadrature points.
//
for (unsigned int qp=0; qp<n_qp; qp++)
{
// Real u_h = 0.;
// RealGradient grad_u_h;
typename FEGenericBase<OutputShape>::OutputNumber u_h = 0.;
typename FEGenericBase<OutputShape>::OutputNumberGradient grad_u_h;
#ifdef LIBMESH_ENABLE_SECOND_DERIVATIVES
typename FEGenericBase<OutputShape>::OutputNumberTensor grad2_u_h;
#endif
typename FEGenericBase<OutputShape>::OutputNumber curl_u_h = 0.0;
typename FEGenericBase<OutputShape>::OutputNumberDivergence div_u_h = 0.0;
// Compute solution values at the current
// quadrature point. This reqiures a sum
// over all the shape functions evaluated
// at the quadrature point.
for (unsigned int i=0; i<n_sf; i++)
{
// Values from current solution.
u_h += phi_values[i][qp]*computed_system.current_solution (dof_indices[i]);
grad_u_h += dphi_values[i][qp]*computed_system.current_solution (dof_indices[i]);
#ifdef LIBMESH_ENABLE_SECOND_DERIVATIVES
grad2_u_h += d2phi_values[i][qp]*computed_system.current_solution (dof_indices[i]);
#endif
if( FEInterface::field_type(fe_type) == TYPE_VECTOR )
{
curl_u_h += (*curl_values)[i][qp]*computed_system.current_solution (dof_indices[i]);
div_u_h += (*div_values)[i][qp]*computed_system.current_solution (dof_indices[i]);
}
}
// Compute the value of the error at this quadrature point
typename FEGenericBase<OutputShape>::OutputNumber exact_val = 0;
RawAccessor<typename FEGenericBase<OutputShape>::OutputNumber> exact_val_accessor( exact_val, dim );
if (_exact_values.size() > sys_num && _exact_values[sys_num])
{
for( unsigned int c = 0; c < n_vec_dim; c++)
exact_val_accessor(c) =
_exact_values[sys_num]->
component(var_component+c, q_point[qp], time);
}
else if (_equation_systems_fine)
{
// FIXME: Needs to be updated for vector-valued elements
exact_val = (*coarse_values)(q_point[qp]);
}
const typename FEGenericBase<OutputShape>::OutputNumber val_error = u_h - exact_val;
// Add the squares of the error to each contribution
Real error_sq = TensorTools::norm_sq(val_error);
error_vals[0] += JxW[qp]*error_sq;
Real norm = sqrt(error_sq);
error_vals[3] += JxW[qp]*norm;
if(error_vals[4]<norm) { error_vals[4] = norm; }
// Compute the value of the error in the gradient at this
// quadrature point
typename FEGenericBase<OutputShape>::OutputNumberGradient exact_grad;
RawAccessor<typename FEGenericBase<OutputShape>::OutputNumberGradient> exact_grad_accessor( exact_grad, _mesh.spatial_dimension() );
if (_exact_derivs.size() > sys_num && _exact_derivs[sys_num])
{
for( unsigned int c = 0; c < n_vec_dim; c++)
for( unsigned int d = 0; d < _mesh.spatial_dimension(); d++ )
exact_grad_accessor(d + c*_mesh.spatial_dimension() ) =
_exact_derivs[sys_num]->
component(var_component+c, q_point[qp], time)(d);
}
else if (_equation_systems_fine)
{
// FIXME: Needs to be updated for vector-valued elements
exact_grad = coarse_values->gradient(q_point[qp]);
}
const typename FEGenericBase<OutputShape>::OutputNumberGradient grad_error = grad_u_h - exact_grad;
error_vals[1] += JxW[qp]*grad_error.size_sq();
if( FEInterface::field_type(fe_type) == TYPE_VECTOR )
{
// Compute the value of the error in the curl at this
// quadrature point
typename FEGenericBase<OutputShape>::OutputNumber exact_curl = 0.0;
if (_exact_derivs.size() > sys_num && _exact_derivs[sys_num])
{
exact_curl = TensorTools::curl_from_grad( exact_grad );
}
else if (_equation_systems_fine)
{
// FIXME: Need to implement curl for MeshFunction and support reference
// solution for vector-valued elements
}
const typename FEGenericBase<OutputShape>::OutputNumber curl_error = curl_u_h - exact_curl;
error_vals[5] += JxW[qp]*TensorTools::norm_sq(curl_error);
// Compute the value of the error in the divergence at this
// quadrature point
typename FEGenericBase<OutputShape>::OutputNumberDivergence exact_div = 0.0;
if (_exact_derivs.size() > sys_num && _exact_derivs[sys_num])
{
exact_div = TensorTools::div_from_grad( exact_grad );
}
else if (_equation_systems_fine)
{
// FIXME: Need to implement div for MeshFunction and support reference
// solution for vector-valued elements
}
const typename FEGenericBase<OutputShape>::OutputNumberDivergence div_error = div_u_h - exact_div;
error_vals[6] += JxW[qp]*TensorTools::norm_sq(div_error);
}
#ifdef LIBMESH_ENABLE_SECOND_DERIVATIVES
// Compute the value of the error in the hessian at this
// quadrature point
typename FEGenericBase<OutputShape>::OutputNumberTensor exact_hess;
RawAccessor<typename FEGenericBase<OutputShape>::OutputNumberTensor> exact_hess_accessor( exact_hess, dim );
if (_exact_hessians.size() > sys_num && _exact_hessians[sys_num])
{
//FIXME: This needs to be implemented to support rank 3 tensors
// which can't happen until type_n_tensor is fully implemented
// and a RawAccessor<TypeNTensor> is fully implemented
if( FEInterface::field_type(fe_type) == TYPE_VECTOR )
libmesh_not_implemented();
for( unsigned int c = 0; c < n_vec_dim; c++)
for( unsigned int d = 0; d < dim; d++ )
for( unsigned int e =0; e < dim; e++ )
exact_hess_accessor(d + e*dim + c*dim*dim) =
_exact_hessians[sys_num]->
component(var_component+c, q_point[qp], time)(d,e);
}
else if (_equation_systems_fine)
{
// FIXME: Needs to be updated for vector-valued elements
exact_hess = coarse_values->hessian(q_point[qp]);
}
const typename FEGenericBase<OutputShape>::OutputNumberTensor grad2_error = grad2_u_h - exact_hess;
// FIXME: PB: Is this what we want for rank 3 tensors?
error_vals[2] += JxW[qp]*grad2_error.size_sq();
#endif
} // end qp loop
} // end element loop
// Add up the error values on all processors, except for the L-infty
// norm, for which the maximum is computed.
Real l_infty_norm = error_vals[4];
CommWorld.max(l_infty_norm);
CommWorld.sum(error_vals);
error_vals[4] = l_infty_norm;
}
void
RichardsMaterial::computeProperties()
{
// Grab reference to linear Lagrange finite element object pointer,
// currently this is always a linear Lagrange element, so this might need to
// be generalized if we start working with higher-order elements...
FEBase * & fe(_assembly.getFE(getParam<bool>("linear_shape_fcns") ? FEType(FIRST, LAGRANGE) : FEType(SECOND, LAGRANGE), _current_elem->dim()));
// Grab references to FE object's mapping data from the _subproblem's FE object
const std::vector<Real>& dxidx(fe->get_dxidx());
const std::vector<Real>& dxidy(fe->get_dxidy());
const std::vector<Real>& dxidz(fe->get_dxidz());
const std::vector<Real>& detadx(fe->get_detadx());
const std::vector<Real>& detady(fe->get_detady());
const std::vector<Real>& detadz(fe->get_detadz());
const std::vector<Real>& dzetadx(fe->get_dzetadx());
const std::vector<Real>& dzetady(fe->get_dzetady());
const std::vector<Real>& dzetadz(fe->get_dzetadz());
// this gets run for each element
for (unsigned int qp=0; qp<_qrule->n_points(); qp++)
{
_porosity[qp] = _material_por + (*_por_change)[qp];
_porosity_old[qp] = _material_por + (*_por_change_old)[qp];
_permeability[qp] = _material_perm;
for (unsigned int i=0; i<3; i++)
for (unsigned int j=0; j<3; j++)
_permeability[qp](i,j) *= std::pow(10,(*_perm_change[3*i+j])[qp]);
_gravity[qp] = _material_gravity;
_viscosity[qp].resize(_num_p);
_density_old[qp].resize(_num_p);
_density[qp].resize(_num_p);
_ddensity[qp].resize(_num_p);
_d2density[qp].resize(_num_p);
_rel_perm[qp].resize(_num_p);
_drel_perm[qp].resize(_num_p);
_d2rel_perm[qp].resize(_num_p);
_seff_old[qp].resize(_num_p);
_seff[qp].resize(_num_p);
_dseff[qp].resize(_num_p);
_d2seff[qp].resize(_num_p);
_sat_old[qp].resize(_num_p);
_sat[qp].resize(_num_p);
_dsat[qp].resize(_num_p);
_d2sat[qp].resize(_num_p);
for (unsigned int i=0 ; i<_num_p; ++i)
{
_viscosity[qp][i] = _material_viscosity[i];
_density_old[qp][i] = (*_material_density_UO[i]).density((*_pressure_old_vals[i])[qp]);
_density[qp][i] = (*_material_density_UO[i]).density((*_pressure_vals[i])[qp]);
_ddensity[qp][i] = (*_material_density_UO[i]).ddensity((*_pressure_vals[i])[qp]);
_d2density[qp][i] = (*_material_density_UO[i]).d2density((*_pressure_vals[i])[qp]);
_seff_old[qp][i] = (*_material_seff_UO[i]).seff(_pressure_old_vals, qp);
_seff[qp][i] = (*_material_seff_UO[i]).seff(_pressure_vals, qp);
_dseff[qp][i].resize(_num_p);
_dseff[qp][i] = (*_material_seff_UO[i]).dseff(_pressure_vals, qp);
_d2seff[qp][i].resize(_num_p);
for (unsigned int j=0 ; j<_num_p; ++j)
{
_d2seff[qp][i][j].resize(_num_p);
}
_d2seff[qp][i] = (*_material_seff_UO[i]).d2seff(_pressure_vals, qp);
_sat_old[qp][i] = (*_material_sat_UO[i]).sat(_seff_old[qp][i]);
_sat[qp][i] = (*_material_sat_UO[i]).sat(_seff[qp][i]);
//Moose::out << "qp= " << qp << " i= " << i << " pressure= " << (*_pressure_vals[0])[qp] << " " << (*_pressure_vals[1])[qp] << " sat= " << _sat[qp][i] << "\n";
_dsat[qp][i].resize(_num_p);
for (unsigned int j=0 ; j<_num_p; ++j)
{
_dsat[qp][i][j] = (*_material_sat_UO[i]).dsat(_seff[qp][i])*_dseff[qp][i][j]; // could optimise
}
_d2sat[qp][i].resize(_num_p);
for (unsigned int j=0 ; j<_num_p; ++j)
{
_d2sat[qp][i][j].resize(_num_p);
for (unsigned int k=0 ; k<_num_p; ++k)
{
_d2sat[qp][i][j][k] = (*_material_sat_UO[i]).d2sat(_seff[qp][i])*_dseff[qp][i][j]*_dseff[qp][i][k] + (*_material_sat_UO[i]).dsat(_seff[qp][i])*_d2seff[qp][i][j][k];
}
}
_rel_perm[qp][i] = (*_material_relperm_UO[i]).relperm(_seff[qp][i]);
_drel_perm[qp][i] = (*_material_relperm_UO[i]).drelperm(_seff[qp][i]);
_d2rel_perm[qp][i] =(* _material_relperm_UO[i]).d2relperm(_seff[qp][i]);
}
// Now SUPG stuff
_tauvel_SUPG[qp].resize(_num_p);
_dtauvel_SUPG_dgradp[qp].resize(_num_p);
_dtauvel_SUPG_dp[qp].resize(_num_p);
// Bounds checking on element data and putting into vector form
mooseAssert(qp < dxidx.size(), "Insufficient data in dxidx array!");
mooseAssert(qp < dxidy.size(), "Insufficient data in dxidy array!");
mooseAssert(qp < dxidz.size(), "Insufficient data in dxidz array!");
if (_mesh.dimension() >= 2)
{
mooseAssert(qp < detadx.size(), "Insufficient data in detadx array!");
mooseAssert(qp < detady.size(), "Insufficient data in detady array!");
mooseAssert(qp < detadz.size(), "Insufficient data in detadz array!");
}
if (_mesh.dimension() >= 3)
{
mooseAssert(qp < dzetadx.size(), "Insufficient data in dzetadx array!");
mooseAssert(qp < dzetady.size(), "Insufficient data in dzetady array!");
mooseAssert(qp < dzetadz.size(), "Insufficient data in dzetadz array!");
}
// CHECK : Does this work spherical, cylindrical, etc?
RealVectorValue xi_prime(dxidx[qp], dxidy[qp], dxidz[qp]);
RealVectorValue eta_prime, zeta_prime;
if (_mesh.dimension() >= 2)
{
eta_prime(0) = detadx[qp];
eta_prime(1) = detady[qp];
}
if (_mesh.dimension() == 3)
{
eta_prime(2) = detadz[qp];
zeta_prime(0) = dzetadx[qp];
zeta_prime(1) = dzetady[qp];
zeta_prime(2) = dzetadz[qp];
}
for (unsigned int i=0 ; i<_num_p; ++i)
{
RealVectorValue vel = (*_material_SUPG_UO[i]).velSUPG(_permeability[qp], (*_grad_p[i])[qp], _density[qp][i], _gravity[qp]);
RealTensorValue dvel_dgradp = (*_material_SUPG_UO[i]).dvelSUPG_dgradp(_permeability[qp]);
RealVectorValue dvel_dp = (*_material_SUPG_UO[i]).dvelSUPG_dp(_permeability[qp], _ddensity[qp][i], _gravity[qp]);
RealVectorValue bb = (*_material_SUPG_UO[i]).bb(vel, _mesh.dimension(), xi_prime, eta_prime, zeta_prime);
RealVectorValue dbb2_dgradp = (*_material_SUPG_UO[i]).dbb2_dgradp(vel, dvel_dgradp, xi_prime, eta_prime, zeta_prime);
Real dbb2_dp = (*_material_SUPG_UO[i]).dbb2_dp(vel, dvel_dp, xi_prime, eta_prime, zeta_prime);
Real tau = (*_material_SUPG_UO[i]).tauSUPG(vel, _trace_perm, bb);
RealVectorValue dtau_dgradp = (*_material_SUPG_UO[i]).dtauSUPG_dgradp(vel, dvel_dgradp, _trace_perm, bb, dbb2_dgradp);
Real dtau_dp = (*_material_SUPG_UO[i]).dtauSUPG_dp(vel, dvel_dp, _trace_perm, bb, dbb2_dp);
_tauvel_SUPG[qp][i] = tau*vel;
_dtauvel_SUPG_dgradp[qp][i] = tau*dvel_dgradp;
for (unsigned int j=0 ; j<3; ++j)
for (unsigned int k=0 ; k<3; ++k)
_dtauvel_SUPG_dgradp[qp][i](j,k) += dtau_dgradp(j)*vel(k); // this is outerproduct - maybe libmesh can do it better?
_dtauvel_SUPG_dp[qp][i] = dtau_dp*vel + tau*dvel_dp;
}
}
}
int main(int argc, char **argv)
{
#ifdef QUESO_HAVE_LIBMESH
unsigned int i, j;
QUESO::EnvOptionsValues opts;
opts.m_seed = -1;
#ifdef QUESO_HAS_MPI
MPI_Init(&argc, &argv);
QUESO::FullEnvironment env(MPI_COMM_WORLD, "", "", &opts);
#else
QUESO::FullEnvironment env("", "", &opts);
#endif
#ifdef LIBMESH_DEFAULT_SINGLE_PRECISION
// SLEPc currently gives us a nasty crash with Real==float
libmesh_example_assert(false, "--disable-singleprecision");
#endif
// Need an artificial block here because libmesh needs to
// call PetscFinalize before we call MPI_Finalize
#ifdef LIBMESH_HAVE_SLEPC
{
libMesh::LibMeshInit init(argc, argv);
libMesh::Mesh mesh(init.comm());
libMesh::MeshTools::Generation::build_square(mesh,
20, 20, 0.0, 1.0, 0.0, 1.0, libMeshEnums::QUAD4);
QUESO::FunctionOperatorBuilder builder;
builder.order = "FIRST";
builder.family = "LAGRANGE";
builder.num_req_eigenpairs = 10;
QUESO::LibMeshNegativeLaplacianOperator precision(builder, mesh);
libMesh::EquationSystems & es = precision.get_equation_systems();
libMesh::CondensedEigenSystem & eig_sys = es.get_system<libMesh::CondensedEigenSystem>(
"Eigensystem");
// Check all eigenfunctions have unit L2 norm
std::vector<double> norms(builder.num_req_eigenpairs, 0);
for (i = 0; i < builder.num_req_eigenpairs; i++) {
eig_sys.get_eigenpair(i);
norms[i] = eig_sys.calculate_norm(*eig_sys.solution,
libMesh::SystemNorm(libMeshEnums::L2));
if (abs(norms[i] - 1.0) > TEST_TOL) {
return 1;
}
}
const unsigned int dim = mesh.mesh_dimension();
const libMesh::DofMap & dof_map = eig_sys.get_dof_map();
libMesh::FEType fe_type = dof_map.variable_type(0);
libMesh::AutoPtr<libMesh::FEBase> fe(libMesh::FEBase::build(dim, fe_type));
libMesh::QGauss qrule(dim, libMeshEnums::FIFTH);
fe->attach_quadrature_rule(&qrule);
const std::vector<libMesh::Real> & JxW = fe->get_JxW();
const std::vector<std::vector<libMesh::Real> >& phi = fe->get_phi();
libMesh::AutoPtr<libMesh::NumericVector<libMesh::Real> > u, v;
double ui = 0.0;
double vj = 0.0;
double ip = 0.0;
for (i = 0; i < builder.num_req_eigenpairs - 1; i++) {
eig_sys.get_eigenpair(i);
u = eig_sys.solution->clone();
for (j = i + 1; j < builder.num_req_eigenpairs; j++) {
libMesh::MeshBase::const_element_iterator el = mesh.active_local_elements_begin();
libMesh::MeshBase::const_element_iterator end_el = mesh.active_local_elements_end();
eig_sys.get_eigenpair(j);
v = eig_sys.solution->clone();
for ( ; el != end_el; ++el) {
const libMesh::Elem * elem = *el;
fe->reinit(elem);
for (unsigned int qp = 0; qp < qrule.n_points(); qp++) {
for (unsigned int dof = 0; dof < phi.size(); dof++) {
ui += (*u)(dof) * phi[dof][qp];
vj += (*v)(dof) * phi[dof][qp];
}
ip += ui * vj * JxW[qp];
ui = 0.0;
vj = 0.0;
}
}
std::cerr << "INTEGRAL of " << i << " against " << j << " is: " << ip << std::endl;
if (abs(ip) > INTEGRATE_TOL) {
return 1;
}
ip = 0.0;
}
}
}
#endif // LIBMESH_HAVE_SLEPC
#ifdef QUESO_HAS_MPI
MPI_Finalize();
#endif
return 0;
#else
return 77;
#endif
}