lsAdvect.hpp File Reference

#include <lsPreCompileMacros.hpp>
#include <limits>
#include <vector>
#include <hrleSparseIterator.hpp>
#include <hrleSparseStarIterator.hpp>
#include <vcLogger.hpp>
#include <vcSmartPointer.hpp>
#include <lsBooleanOperation.hpp>
#include <lsDomain.hpp>
#include <lsMarkVoidPoints.hpp>
#include <lsReduce.hpp>
#include <lsConcepts.hpp>
#include <lsEnquistOsher.hpp>
#include <lsLaxFriedrichs.hpp>
#include <lsLocalLaxFriedrichs.hpp>
#include <lsLocalLaxFriedrichsAnalytical.hpp>
#include <lsLocalLocalLaxFriedrichs.hpp>
#include <lsStencilLocalLaxFriedrichsScalar.hpp>
#include <lsVelocityField.hpp>

Go to the source code of this file.

Classes
class	viennals::Advect< T, D >
	This class is used to advance level sets over time. Level sets are passed to the constructor in an std::vector, with the last element being the level set to advect, or "top level set", while the others are then adjusted afterwards. In order to ensure that advection works correctly, the "top level set" has to include all lower level sets: LS_top = LS_top U LS_i for i = {0 ... n}, where n is the number of level sets. The velocities used to advect the level set are given in a concrete implementation of the lsVelocityField (check Advection examples for guidance) More...

Namespaces
namespace	lsInternal
namespace	lsInternal::advect
namespace	viennals

Enumerations
enum struct	viennals::IntegrationSchemeEnum : unsigned {   viennals::ENGQUIST_OSHER_1ST_ORDER = 0 , viennals::ENGQUIST_OSHER_2ND_ORDER = 1 , viennals::LAX_FRIEDRICHS_1ST_ORDER = 2 , viennals::LAX_FRIEDRICHS_2ND_ORDER = 3 ,   viennals::LOCAL_LAX_FRIEDRICHS_ANALYTICAL_1ST_ORDER = 4 , viennals::LOCAL_LOCAL_LAX_FRIEDRICHS_1ST_ORDER = 5 , viennals::LOCAL_LOCAL_LAX_FRIEDRICHS_2ND_ORDER = 6 , viennals::LOCAL_LAX_FRIEDRICHS_1ST_ORDER = 7 ,   viennals::LOCAL_LAX_FRIEDRICHS_2ND_ORDER = 8 , viennals::STENCIL_LOCAL_LAX_FRIEDRICHS_1ST_ORDER = 9 }
	Enumeration for the different Integration schemes used by the advection kernel. More...

Functions
template<class IntegrationSchemeType , class T , int D, lsConcepts::IsNotSame< IntegrationSchemeType, lsInternal::StencilLocalLaxFriedrichsScalar< T, D, 1 > > = lsConcepts::assignable>
void	lsInternal::advect::reduceTimeStepHamiltonJacobi (IntegrationSchemeType &, double &, hrleCoordType)