LatticeYangMills
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Implementation of the WilsonFlow App class. More...
#include <wilsonflow.h>
Public Member Functions | |
WilsonFlow (double tauFinal, double epsilon) | |
constructor of the class More... | |
void | flowConfigurations () |
applies the gradient flow to all the configurations given as input | |
void | setAction (Action *action) |
void | addObservable (Observable *observable) |
std::array< int, 4 > & | getSize () |
std::vector< double > & | getObsValues () |
std::vector< Observable * > & | getObs () |
void | createLattice (std::array< int, 4 > latticeSize) |
creates the GluonField object and the temporary lattice for the action derivative. | |
void | execute () |
Executes the App. First initializes the system then applies the gradient flow to the configurations. | |
void | initialize () |
runs the initializers of the subclasses. | |
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void | setAction (Action *action) |
Initializes the Action object pointer given an instance of it. More... | |
void | addObservable (Observable *observable) |
Adds a Observable class pointer to the vector of observables of the App. More... | |
Private Member Functions | |
void | computeObservables () |
computes all observables in the Observable vector | |
void | flowStep () |
applies one step of the integration scheme, described in paper | |
void | applyWilsonFlow (int confNum) |
applies the gradient flow to one configuration More... | |
Private Attributes | |
GluonField * | m_Z = nullptr |
std::vector< double > | m_obsValues |
std::vector< std::string > | m_inputConfList |
SU3 | omega |
double | m_epsilon |
double | m_tauFinal |
Additional Inherited Members | |
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Action * | m_act = nullptr |
Pointer to the Action instance. | |
GluonField * | m_lat = nullptr |
Pointer to the GluonField instance. | |
std::array< int, 4 > | m_size |
Size of the sublattice. | |
std::vector< Observable * > | m_obs |
Vector of pointers to Observable instances. | |
Implementation of the WilsonFlow App class.
The WilsonFlow class implements Gradiend Flow method as suggested by M.Lüscher in the article https://arxiv.org/abs/1006.4518 The integration scheme is a third order Runge-Kutta method for Lie algebras, so called Runge-Kutta Munthe-Kaas RK-MK method.
Definition at line 53 of file wilsonflow.h.
WilsonFlow::WilsonFlow | ( | double | tauFinal, |
double | epsilon | ||
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constructor of the class
tauFinal | the final flow time to be reached by the integration |
epsilon | the integration step size |
Definition at line 64 of file wilsonflow.cpp.
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private |
applies the gradient flow to one configuration
confNum | the numerical label of the configuration to flow |
Definition at line 115 of file wilsonflow.cpp.