Implements the Natural Neighbor Interpolation algorithm for the geographic dimensions of the grid. More...

#include <GeoTessPositionNaturalNeighbor.h>

Inheritance diagram for geotess::GeoTessPositionNaturalNeighbor:

Public Member Functions
	GeoTessPositionNaturalNeighbor (GeoTessModel *model, const GeoTessInterpolatorType &radialType)

virtual	~GeoTessPositionNaturalNeighbor ()

virtual const GeoTessInterpolatorType &	getInterpolatorType () const

virtual long	getMemory ()

Public Member Functions inherited from geotess::GeoTessPosition
virtual	~GeoTessPosition ()

virtual double	getValue (int attribute)

void	setModel (GeoTessModel *newModel)

bool	noEmptyProfiles ()

void	set (double lat, double lon, double depth)

void	set (const double *const uVector, const double &newRadius)

void	set (int layid, double lat, double lon, double depth)

void	set (int layid, const double *const uVector, double rad)

void	setTop (int layid, const double *const uVector)

void	setBottom (int layid, const double *const uVector)

void	setRadius (int layid, double rad)

void	setRadius (double rad)

void	setDepth (int layer, double depth)

void	setDepth (double depth)

void	setTop (int layid)

void	setBottom (int layid)

double	getRadiusTop (int layid)

double	getRadiusBottom (int layid)

double	getEarthRadius ()

double *	getVector ()

void	copyVector (double *u)

int	getTriangle ()

int	getNVertices ()

const vector< int > &	getVertices () const

int	getIndexOfClosestVertex () const

const double *	getClosestVertex () const

int	getVertex (int index)

void	getCoefficients (map< int, double > &coefficients)

void	setMaxTessLevel (int layid, int maxTess)

int	getMaxTessLevel (int layid)

int	getTessLevel () const

int	getTessLevel (const int &tId)

double	getRadiusTop ()

double	getRadiusBottom ()

double	getDepthTop ()

double	getDepthBottom ()

double	getDepthTop (int layid)

double	getDepthBottom (int layid)

double	getLayerThickness (int layid)

double	getLayerThickness ()

double	getRadius ()

double	getDepth ()

GeoTessModel *	getModel ()

int	getTessID ()

int	getLayerId (double rad)

int	getLayerId ()

string	toString ()

double	getErrorValue ()

void	setErrorValue (double errVal)

int	getVertexIndex ()

void	getWeights (map< int, double > &weights, double dkm)

const vector< double > &	getHorizontalCoefficients () const

double	getHorizontalCoefficient (int index) const

bool	isRadiusOutOfRangeAllowed ()

void	setRadiusOutOfRangeAllowed (bool allowed)

void	addReference ()

void	removeReference ()

int	getReferenceCount ()

bool	isNotReferenced ()

Protected Member Functions
virtual void	update2D (int tid)

Additional Inherited Members
Static Public Member Functions inherited from geotess::GeoTessPosition
static GeoTessPosition *	getGeoTessPosition (GeoTessModel *model)

static GeoTessPosition *	getGeoTessPosition (GeoTessModel *model, const GeoTessInterpolatorType &horizontalType)

static GeoTessPosition *	getGeoTessPosition (GeoTessModel *model, const GeoTessInterpolatorType &horizontalType, const GeoTessInterpolatorType &radialType)

Detailed Description

Implements the Natural Neighbor Interpolation algorithm for the geographic dimensions of the grid.

Implements the Natural Neighbor Interpolation algorithm of Sibson (1980, 1981). This technique interpolates values stored on a Delaunay triangulation. Returned values are continuous everywhere and smooth everywhere except the vertices of the triangulation. Implementation of the algorithm is described in detail in Hipp et al. (1999).

Hipp, J. R., C. J. Young, S. G. Moore, E. R. Shepherd, C. A. Schultz and S. C. Myers (1999), Parametric Grid Information in the DOE Knowledge Base: Data Preparation, Storage, and Access, SAND99-2277, Sandia National Laboratories Report.

Sibson, R., (1980) A Vector Identity for the Dirichlet Tessellation, Proc. Cambridge Philosophical Society, 87, 151-155.

Sibson, R. (1981). "A brief description of natural neighbor interpolation (Chapter 2)". In V. Barnett. Interpreting Multivariate Data. Chichester: John Wiley. pp. 21�36.

Author: Sandy Ballard

Definition at line 93 of file GeoTessPositionNaturalNeighbor.h.

Constructor & Destructor Documentation

◆ GeoTessPositionNaturalNeighbor()

geotess::GeoTessPositionNaturalNeighbor::GeoTessPositionNaturalNeighbor	(	GeoTessModel *	model,
		const GeoTessInterpolatorType &	radialType
	)

Standard Constructor.

◆ ~GeoTessPositionNaturalNeighbor()

virtual geotess::GeoTessPositionNaturalNeighbor::~GeoTessPositionNaturalNeighbor ( )

virtual

Destructor.

Member Function Documentation

◆ getInterpolatorType()

virtual const GeoTessInterpolatorType& geotess::GeoTessPositionNaturalNeighbor::getInterpolatorType ( ) const

inlinevirtual

Retrieve the type of interpolation that this GeoTessPosition object is configured to perform. Either InterpolatorType.LINEAR or InterpolatorType.NATURAL_NEIGHBOR.

Reimplemented from geotess::GeoTessPosition.

Definition at line 147 of file GeoTessPositionNaturalNeighbor.h.

◆ getMemory()

virtual long geotess::GeoTessPositionNaturalNeighbor::getMemory ( )

inlinevirtual

Retrieve the amount of memory consumed by this GeoTessPosition object.

Returns: memory in bytes.

Reimplemented from geotess::GeoTessPosition.

Definition at line 151 of file GeoTessPositionNaturalNeighbor.h.

◆ update2D()

virtual void geotess::GeoTessPositionNaturalNeighbor::update2D ( int tid )

protectedvirtual

Update the vertices and their associated interpolation coefficients, that will be used to interpolate new values. Uses the natural neighbor interpolation algorithm originally proposed by Sibson, R. (1980), A Vector Identity For Dirichlet Tessellation, Proc. Cambridge Philosophical Society, 87, 151-155. The algorithm is described in detail in Hipp, J. R., C. J. Young, S. G. Moore, E. R. Shepherd, C. A. Schultz and S. C. Myers (1999), Parametric Grid Information in the DOE Knowledge Base: Data Preparation, Storage, and Access, SAND99-2277, Sandia National Laboratories Report.

The documentation for this class was generated from the following file:

rstt/GeoTessCPP/include/GeoTessPositionNaturalNeighbor.h

Public Member Functions

Protected Member Functions

Additional Inherited Members