60 namespace pl = std::placeholders;
#define LIB_UTILITIES_EXPORT
static std::shared_ptr< Points< NekDouble > > Create(const PointsKey &pkey)
std::shared_ptr< NekMatrix< NekDouble > > CreateGPMatrix(const PointsKey &pkey)
const std::shared_ptr< NekMatrix< NekDouble > > v_GetGalerkinProjection(const PointsKey &pkey) override
void v_CalculateWeights() final
void v_CalculatePoints() final
GaussPoints(const GaussPoints &points)=delete
void v_CalculateDerivMatrix() final
std::shared_ptr< NekMatrix< NekDouble > > CreateMatrix(const PointsKey &pkey)
GaussPoints(const PointsKey &pkey)
const std::shared_ptr< NekMatrix< NekDouble > > v_GetI(const PointsKey &pkey) override
void CalculateInterpMatrix(size_t npts, const Array< OneD, const NekDouble > &xpoints, Array< OneD, NekDouble > &interp)
static bool initPointsManager[]
std::shared_ptr< NekMatrix< NekDouble > > CalculateGalerkinProjectionMatrix(const PointsKey &pkey)
Stores a set of points of datatype DataT, defined by a PointKey.
NekManager< PointsKey, NekMatrix< DataType >, PointsKey::opLess > m_InterpManager
NekManager< PointsKey, NekMatrix< DataType >, PointsKey::opLess > m_GalerkinProjectionManager
Defines a specification for a set of points.
@ eGaussRadauMLegendre
1D Gauss-Radau-Legendre quadrature points, pinned at x=-1
@ eBoundaryLayerPoints
1D power law distribution for boundary layer points
@ eGaussRadauMAlpha0Beta1
Gauss Radau pinned at x=-1,.
@ eGaussRadauKronrodMLegendre
1D Gauss-Radau-Kronrod-Legendre quadrature points, pinned at x=-1
@ eGaussLobattoChebyshev
1D Gauss-Lobatto-Legendre quadrature points
@ eFourierEvenlySpaced
1D Evenly-spaced points using Fourier Fit
@ eGaussRadauPChebyshev
1D Gauss-Radau-Chebyshev quadrature points, pinned at x=1
@ eGaussRadauMChebyshev
1D Gauss-Radau-Chebyshev quadrature points, pinned at x=-1
@ eGaussRadauKronrodMAlpha1Beta0
1D Gauss-Radau-Kronrod-Legendre pinned at x=-1,
@ eGaussLobattoLegendre
1D Gauss-Lobatto-Legendre quadrature points
@ eGaussGaussChebyshev
1D Gauss-Gauss-Chebyshev quadrature points
@ eBoundaryLayerPointsRev
1D power law distribution for boundary layer points
@ ePolyEvenlySpaced
1D Evenly-spaced points using Lagrange polynomial
@ eGaussLobattoKronrodLegendre
1D Lobatto Kronrod quadrature points
@ eGaussGaussLegendre
1D Gauss-Gauss-Legendre quadrature points
@ eGaussRadauPLegendre
1D Gauss-Radau-Legendre quadrature points, pinned at x=1