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ComputeEllipseCartographicWithGranularity Method (IAgStkGraphicsSurfaceShapesInitializer)
See Also

CentralBody: The central body to compute the ellipse on.

Center: An array containing the center of the ellipse, in the centralBody's fixed reference frame, in the order latitude, longitude, altitude.

MajorAxisRadius: The radius of the ellipse's major axis.

MinorAxisRadius: The radius of the ellipse's minor axis.

Bearing: An angle measured clockwise from north.

Granularity: The angular separation of positions along the boundary.

Description

For convenience. Computes boundary positions for an ellipse on the specified centralBody using a Cartographic center. This is equivalent to converting center to Cartesian and calling Compute Ellipse.

Syntax

[Visual Basic .NET]
Public Function ComputeEllipseCartographicWithGranularity( _ ByVal CentralBody As String, _ ByVal Center As System.Array, _ ByVal MajorAxisRadius As Double, _ ByVal MinorAxisRadius As Double, _ ByVal Bearing As Double, _ ByVal Granularity As Double _ ) As IAgStkGraphicsSurfaceShapesResult

[Visual Basic .NET]

Public Function ComputeEllipseCartographicWithGranularity( _
    ByVal CentralBody As String, _
    ByVal Center As System.Array, _
    ByVal MajorAxisRadius As Double, _
    ByVal MinorAxisRadius As Double, _
    ByVal Bearing As Double, _
    ByVal Granularity As Double _
) As IAgStkGraphicsSurfaceShapesResult

[C#]
public IAgStkGraphicsSurfaceShapesResult ComputeEllipseCartographicWithGranularity( string CentralBody, System.Array Center, double MajorAxisRadius, double MinorAxisRadius, double Bearing, double Granularity );

[C#]

public IAgStkGraphicsSurfaceShapesResult ComputeEllipseCartographicWithGranularity(
    string CentralBody,
    System.Array Center,
    double MajorAxisRadius,
    double MinorAxisRadius,
    double Bearing,
    double Granularity
);

[Managed C++]
public: IAgStkGraphicsSurfaceShapesResult^ ComputeEllipseCartographicWithGranularity( String __gc ^ CentralBody, System::Array ^ Center, double MajorAxisRadius, double MinorAxisRadius, double Bearing, double Granularity );

[Managed C++]

public: IAgStkGraphicsSurfaceShapesResult^ ComputeEllipseCartographicWithGranularity(
    String __gc ^ CentralBody,
    System::Array ^ Center,
    double MajorAxisRadius,
    double MinorAxisRadius,
    double Bearing,
    double Granularity
);

[Unmanaged C++]
public: HRESULT ComputeEllipseCartographicWithGranularity( BSTR CentralBody, SAFEARRAY * * Center, double MajorAxisRadius, double MinorAxisRadius, double Bearing, double Granularity, IAgStkGraphicsSurfaceShapesResult ** ppRetVal );

[Unmanaged C++]

public: HRESULT ComputeEllipseCartographicWithGranularity(
    BSTR CentralBody,
    SAFEARRAY * * Center,
    double MajorAxisRadius,
    double MinorAxisRadius,
    double Bearing,
    double Granularity,
    IAgStkGraphicsSurfaceShapesResult ** ppRetVal
);

[Java]
public IAgStkGraphicsSurfaceShapesResult computeEllipseCartographicWithGranularity( String CentralBody, AgSafeArray Center, double MajorAxisRadius, double MinorAxisRadius, double Bearing, double Granularity );

[Java]

public IAgStkGraphicsSurfaceShapesResult computeEllipseCartographicWithGranularity(
    String CentralBody,
    AgSafeArray Center,
    double MajorAxisRadius,
    double MinorAxisRadius,
    double Bearing,
    double Granularity
);

[Python - STK API ]
def ComputeEllipseCartographicWithGranularity(self, CentralBody:str, Center:list, MajorAxisRadius:float, MinorAxisRadius:float, Bearing:float, Granularity:float) -> "IAgStkGraphicsSurfaceShapesResult":

[Python - STK API

]

def ComputeEllipseCartographicWithGranularity(self, CentralBody:str, Center:list, MajorAxisRadius:float, MinorAxisRadius:float, Bearing:float, Granularity:float) -> "IAgStkGraphicsSurfaceShapesResult":

Parameters

CentralBody: The central body to compute the ellipse on.
Center: An array containing the center of the ellipse, in the centralBody's fixed reference frame, in the order latitude, longitude, altitude.
MajorAxisRadius: The radius of the ellipse's major axis.
MinorAxisRadius: The radius of the ellipse's minor axis.
Bearing: An angle measured clockwise from north.
Granularity: The angular separation of positions along the boundary.

Example

Shows the format of the Center parameter when computing an ellipse with a cartographic position.