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ComputeCartographicWithAltitudeAndGranularity Method (IAgStkGraphicsSurfacePolygonTriangulatorInitializer)
See Also

CentralBody: The central body to compute the triangulation on.

Positions: An array containing positions defining the boundary of the polygon to triangulate, provided in the order latitude, longitude, altitude.

Altitude: The altitude of the triangulation. When 0, the mesh is computed to conform to the ellipsoid.

Granularity: The angular separation, in radians, of positions in the triangulation. Lower granularities are more precise but create more triangles.

PositionsWindingOrder: The winding order of positions.

Description

For convenience. Computes the triangulation on the specified centralBody for a polygon whose boundary is defined by the specified Cartographic positions. Longitude and latitude are in radians, and altitude is in meters. This is equivalent to converting each position in positions to Cartesian and calling Compute

Syntax

[Visual Basic .NET]
Public Function ComputeCartographicWithAltitudeAndGranularity( _ ByVal CentralBody As String, _ ByVal Positions As System.Array, _ ByVal Altitude As Double, _ ByVal Granularity As Double, _ ByVal PositionsWindingOrder As AgEStkGraphicsWindingOrder _ ) As

[Visual Basic .NET]

Public Function ComputeCartographicWithAltitudeAndGranularity( _
    ByVal CentralBody As String, _
    ByVal Positions As System.Array, _
    ByVal Altitude As Double, _
    ByVal Granularity As Double, _
    ByVal PositionsWindingOrder As AgEStkGraphicsWindingOrder _
) As

[C#]
public IAgStkGraphicsSurfaceTriangulatorResult ComputeCartographicWithAltitudeAndGranularity( string CentralBody, System.Array Positions, double Altitude, double Granularity, AgEStkGraphicsWindingOrder PositionsWindingOrder );

[C#]

public IAgStkGraphicsSurfaceTriangulatorResult ComputeCartographicWithAltitudeAndGranularity(
    string CentralBody,
    System.Array Positions,
    double Altitude,
    double Granularity,
    AgEStkGraphicsWindingOrder PositionsWindingOrder
);

[Managed C++]
public: IAgStkGraphicsSurfaceTriangulatorResult^ ComputeCartographicWithAltitudeAndGranularity( String __gc ^ CentralBody, System::Array ^ Positions, double Altitude, double Granularity, AgEStkGraphicsWindingOrder PositionsWindingOrder );

[Managed C++]

public: IAgStkGraphicsSurfaceTriangulatorResult^ ComputeCartographicWithAltitudeAndGranularity(
    String __gc ^ CentralBody,
    System::Array ^ Positions,
    double Altitude,
    double Granularity,
    AgEStkGraphicsWindingOrder PositionsWindingOrder
);

[Java]
public IAgStkGraphicsSurfaceTriangulatorResult computeCartographicWithAltitudeAndGranularity( String CentralBody, VariantArray Positions, double Altitude, double Granularity, AgEStkGraphicsWindingOrder PositionsWindingOrder );

[Java]

public IAgStkGraphicsSurfaceTriangulatorResult computeCartographicWithAltitudeAndGranularity(
    String CentralBody,
    VariantArray Positions,
    double Altitude,
    double Granularity,
    AgEStkGraphicsWindingOrder PositionsWindingOrder
);

[Unmanaged C++]
public: HRESULT ComputeCartographicWithAltitudeAndGranularity( BSTR CentralBody, SAFEARRAY * * Positions, double Altitude, double Granularity, AgEStkGraphicsWindingOrder PositionsWindingOrder, IAgStkGraphicsSurfaceTriangulatorResult ** ppRetVal );

[Unmanaged C++]

public: HRESULT ComputeCartographicWithAltitudeAndGranularity(
    BSTR CentralBody,
    SAFEARRAY * * Positions,
    double Altitude,
    double Granularity,
    AgEStkGraphicsWindingOrder PositionsWindingOrder,
    IAgStkGraphicsSurfaceTriangulatorResult ** ppRetVal
);

Parameters

CentralBody: The central body to compute the triangulation on.
Positions: An array containing positions defining the boundary of the polygon to triangulate, provided in the order latitude, longitude, altitude.
Altitude: The altitude of the triangulation. When 0, the mesh is computed to conform to the ellipsoid.
Granularity: The angular separation, in radians, of positions in the triangulation. Lower granularities are more precise but create more triangles.
PositionsWindingOrder: The winding order of positions.

Example

Shows the format of the Positions parameter when computing using a surface polygon triangulator.