Description

The great arc interpolator computes interpolated positions along a great arc. A great arc is the shortest path between two positions on an ellipsoid.

Public Methods

Initialize	Initializes a default great arc interpolator. This is equivalent to constructing a great arc interpolator with a central body equal to an instance of earth central body and a granularity of 1 degree.
InitializeWithCentralBody	Initializes a great arc interpolator with the specified centralBody and a granularity of 1 degree.
InitializeWithCentralBodyAndGranularity	Initializes a great arc interpolator with the specified centralBody and granularity.

Example

GreatArcInterpolator Primitives

[Python]

# IAgScenario scenario: Scenario object
# Create a array of LLA values and interoplate them over the specified
# central body
positionArray = [[35.017], [-118.540], [0], [44.570], [-96.474], [0], [31.101], [-82.619], [0]]
manager = scenario.SceneManager
# Interpolate points over great arc
interpolator = manager.Initializers.GreatArcInterpolator.InitializeWithCentralBody('Earth')
interpolator.Granularity = .1
result = interpolator.Interpolate(positionArray)

GreatArcInterpolator Primitives

[MATLAB]

% IAgScenario scenario: Scenario object
% Create a array of LLA values and interoplate them over the specified
% central body
positionArray = {35.017; -118.540; 0; 44.570; -96.474; 0; 31.101; -82.619; 0};
manager = scenario.SceneManager;
% Interpolate points over great arc
interpolator = manager.Initializers.GreatArcInterpolator.InitializeWithCentralBody('Earth');
interpolator.Granularity = .1;
result = interpolator.Interpolate(positionArray);

STK Graphics Primitives	Send comments on this topic.
IAgStkGraphicsGreatArcInterpolatorFactory Interface

Description

Public Methods

Example

See Also