Limiters.hpp File Reference

#include "DNDS/Defines.hpp"

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Namespaces
namespace	DNDS
	the host side operators are provided as implemented
namespace	DNDS::CFV
namespace	DNDS::CFV::_Limiters_Internal

Functions
template<int dim, typename ThetaArray >
Eigen::ArrayXd	DNDS::CFV::PolynomialSquaredNorm (const ThetaArray &theta)
	Computes the weighted polynomial squared norm of each column of theta.
template<int dim, typename ThetaArray1 , typename ThetaArray2 >
Eigen::ArrayXd	DNDS::CFV::PolynomialDotProduct (const ThetaArray1 &theta1, const ThetaArray2 &theta2)
	Computes a weighted polynomial dot product between theta1 and theta2.
real	DNDS::CFV::_Limiters_Internal::W12n1 (real u1, real u2)
real	DNDS::CFV::_Limiters_Internal::W12center (real *u, const int J, real n)
template<typename TinOthers , typename Tout >
void	DNDS::CFV::FWBAP_L2_Multiway (const TinOthers &uOthers, int Nother, Tout &uOut, real n1=1.0)
	input vector<Eigen::Array-like>
template<typename Tin1 , typename Tin2 , typename Tout >
void	DNDS::CFV::FWBAP_L2_Biway (const Tin1 &u1, const Tin2 &u2, Tout &uOut, real n)
	input eigen arrays
template<typename Tin1 , typename Tin2 , typename Tout >
void	DNDS::CFV::FWBAP_L2_Cut_Biway (const Tin1 &u1, const Tin2 &u2, Tout &uOut, real n)
template<typename Tin1 , typename Tin2 , typename Tout >
void	DNDS::CFV::FMINMOD_Biway (const Tin1 &u1, const Tin2 &u2, Tout &uOut, real n)
	input eigen arrays
template<typename Tin1 , typename Tin2 , typename Tout >
void	DNDS::CFV::FVanLeer_Biway (const Tin1 &u1, const Tin2 &u2, Tout &uOut, real n)
	input eigen arrays
template<int dim, int nVarsFixed, typename Tin1 , typename Tin2 , typename Tout >
void	DNDS::CFV::FWBAP_L2_Biway_PolynomialNorm (const Tin1 &u1, const Tin2 &u2, Tout &uOut, real n)
template<int dim, int nVarsFixed, typename Tin1 , typename Tin2 , typename Tout >
void	DNDS::CFV::FMEMM_Biway_PolynomialNorm (const Tin1 &u1, const Tin2 &u2, Tout &uOut, real n)
template<typename Tin1 , typename Tin2 , typename Tout >
void	DNDS::CFV::FWBAP_L2_Biway_PolynomialOrth (const Tin1 &u1, const Tin2 &u2, Tout &uOut, real n)