GeomGridEval_Torus Class Reference

Efficient batch evaluator for torus grid points. More...

#include <GeomGridEval_Torus.hxx>

Public Member Functions
	GeomGridEval_Torus (const occ::handle< Geom_ToroidalSurface > &theTorus)
	Constructor with geometry.
	GeomGridEval_Torus (const GeomGridEval_Torus &)=delete
	Non-copyable and non-movable.
GeomGridEval_Torus &	operator= (const GeomGridEval_Torus &)=delete
	GeomGridEval_Torus (GeomGridEval_Torus &&)=delete
GeomGridEval_Torus &	operator= (GeomGridEval_Torus &&)=delete
const occ::handle< Geom_ToroidalSurface > &	Geometry () const
	Returns the geometry handle.
NCollection_Array2< gp_Pnt >	EvaluateGrid (const NCollection_Array1< double > &theUParams, const NCollection_Array1< double > &theVParams) const
	Evaluate grid points at Cartesian product of U and V parameters.
NCollection_Array2< GeomGridEval::SurfD1 >	EvaluateGridD1 (const NCollection_Array1< double > &theUParams, const NCollection_Array1< double > &theVParams) const
	Evaluate grid points with first partial derivatives.
NCollection_Array2< GeomGridEval::SurfD2 >	EvaluateGridD2 (const NCollection_Array1< double > &theUParams, const NCollection_Array1< double > &theVParams) const
	Evaluate grid points with first and second partial derivatives.
NCollection_Array2< GeomGridEval::SurfD3 >	EvaluateGridD3 (const NCollection_Array1< double > &theUParams, const NCollection_Array1< double > &theVParams) const
	Evaluate grid points with derivatives up to third order.
NCollection_Array2< gp_Vec >	EvaluateGridDN (const NCollection_Array1< double > &theUParams, const NCollection_Array1< double > &theVParams, int theNU, int theNV) const
	Evaluate partial derivative d^(NU+NV)S/(dU^NU dV^NV) at all grid points. For orders 1-3, reuses EvaluateGridD1/D2/D3. For orders > 3, uses geometry DN method.

Detailed Description

Efficient batch evaluator for torus grid points.

Uses analytical formula: P(u,v) = Location + (MajorRadius + MinorRadius * cos(v)) * (cos(u) * XDir + sin(u) * YDir) + MinorRadius * sin(v) * ZDir

Where U is major angle (0 to 2*PI) and V is minor angle (0 to 2*PI).

Usage:

GeomGridEval_Torus anEvaluator(myGeomTorus);
NCollection_Array2<gp_Pnt> aGrid = anEvaluator.EvaluateGrid(myUParams, myVParams);

Constructor & Destructor Documentation

GeomGridEval_Torus() [1/3]

GeomGridEval_Torus::GeomGridEval_Torus ( const occ::handle< Geom_ToroidalSurface > & theTorus )

inline

Constructor with geometry.

Parameters

theTorus

the toroidal surface geometry to evaluate

GeomGridEval_Torus() [2/3]

GeomGridEval_Torus::GeomGridEval_Torus ( const GeomGridEval_Torus & )

delete

Non-copyable and non-movable.

GeomGridEval_Torus() [3/3]

GeomGridEval_Torus::GeomGridEval_Torus ( GeomGridEval_Torus && )

delete

Member Function Documentation

EvaluateGrid()

NCollection_Array2< gp_Pnt > GeomGridEval_Torus::EvaluateGrid	(	const NCollection_Array1< double > &	theUParams,
		const NCollection_Array1< double > &	theVParams ) const

Evaluate grid points at Cartesian product of U and V parameters.

Parameters

theUParams	array of U parameter values (major angle)
theVParams	array of V parameter values (minor angle)

Returns

2D array of evaluated points (1-based indexing)

EvaluateGridD1()

NCollection_Array2< GeomGridEval::SurfD1 > GeomGridEval_Torus::EvaluateGridD1	(	const NCollection_Array1< double > &	theUParams,
		const NCollection_Array1< double > &	theVParams ) const

Evaluate grid points with first partial derivatives.

Parameters

theUParams	array of U parameter values (major angle)
theVParams	array of V parameter values (minor angle)

Returns

2D array of SurfD1 (1-based indexing)

EvaluateGridD2()

NCollection_Array2< GeomGridEval::SurfD2 > GeomGridEval_Torus::EvaluateGridD2	(	const NCollection_Array1< double > &	theUParams,
		const NCollection_Array1< double > &	theVParams ) const

Evaluate grid points with first and second partial derivatives.

Parameters

theUParams	array of U parameter values (major angle)
theVParams	array of V parameter values (minor angle)

Returns

2D array of SurfD2 (1-based indexing)

EvaluateGridD3()

NCollection_Array2< GeomGridEval::SurfD3 > GeomGridEval_Torus::EvaluateGridD3	(	const NCollection_Array1< double > &	theUParams,
		const NCollection_Array1< double > &	theVParams ) const

Evaluate grid points with derivatives up to third order.

Parameters

theUParams	array of U parameter values (major angle)
theVParams	array of V parameter values (minor angle)

Returns

2D array of SurfD3 (1-based indexing)

EvaluateGridDN()

NCollection_Array2< gp_Vec > GeomGridEval_Torus::EvaluateGridDN	(	const NCollection_Array1< double > &	theUParams,
		const NCollection_Array1< double > &	theVParams,
		int	theNU,
		int	theNV ) const

Evaluate partial derivative d^(NU+NV)S/(dU^NU dV^NV) at all grid points. For orders 1-3, reuses EvaluateGridD1/D2/D3. For orders > 3, uses geometry DN method.

Parameters

theUParams	array of U parameter values (major angle)
theVParams	array of V parameter values (minor angle)
theNU	derivative order in U direction
theNV	derivative order in V direction

Returns

2D array of derivative vectors (1-based indexing)

Geometry()

const occ::handle< Geom_ToroidalSurface > & GeomGridEval_Torus::Geometry ( ) const

inline

Returns the geometry handle.

operator=() [1/2]

GeomGridEval_Torus & GeomGridEval_Torus::operator= ( const GeomGridEval_Torus & )

delete

operator=() [2/2]

GeomGridEval_Torus & GeomGridEval_Torus::operator= ( GeomGridEval_Torus && )

delete

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

• GeomGridEval_Torus.hxx