Description
Converts the orbital state specified by elementArray from the fromSystem element set to the toSystem element set. Assumes the central body is Earth. The order of the elements for each element set are listed below (using the Spacecraft properties):
- CARTESIAN: X, Y, Z, VX, VY, VZ
- KEPLERIAN: A, E, I, RAAN, W, TA
- NONSINGULAR_KEPLERIAN: NonSingularA, NonSingularE1, NonSingularE2, NonSingularE3, NonSingularE4, NonSingularE5
- EQUINOCTIAL: EquinoctialA, EquinoctialH, EquinoctialK, EquinoctialP, EquinoctialQ, EquinoctialLongitude
- BROUWER_MEAN: BL_A, BL_E, BL_I, BL_RAAN, BL_W, BL_MA
- J2_BROUWER_MEAN: BLJ2A, BLJ2E, BLJ2I, BLJ2RAAN, BLJ2W, BLJ2MA
- SPHERICAL: SphericalRadius, RA, DEC, Vi, SphericalAzimuth, VerticalFPA
- SPHERICAL_LATLONG: LatLongRadius, Latitude, Longitude, LatLongVi, LatLongAzimuth, HorizontalFPA
- SGP4: Mean I, Mean RAAN, Mean E, Mean W, Mean MA, Mean MeanMotion
- MODIFIED_EQUINOCTIAL: ModifiedEquinoctialP, ModifiedEquinoctialF, ModifiedEquinoctialG, ModifiedEquinoctialH, ModifiedEquinoctialK, ModifiedEquinoctialL
- SGP4_EQUINOCTIAL: Mean EquinoctialH, Mean EquinoctialK, Mean EquinoctialP, Mean EquinoctialQ, Mean EquinoctialLongitude, Mean EquinoctialMeanMotion
Note, when used to convert an element set into Norad elements this function is not compatible with the SGP4/SDP4 propagator.
Timing Precision Mode
This page describes functionality in nanosecond timing precision mode.
Function Signature
Arguments
fromSystem |
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Description: |
Element set of input state. |
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Valid Values: |
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toSystem |
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Description: |
Element set of output state. |
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Valid Values: |
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elementArray |
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Description: |
A six-element array containing the orbital state in the input element set.
When converting TO Spherical Lat-Long. or SGP4, the input state is assumed to be referenced to the MJ2000 coordinate system. When converting FROM Spherical Lat-Long., the input state is assumed to be in the Earth Fixed coordinate system. When converting FROM SGP4, the input state is assumed to be in the TEME coordinate system.
For all other conversions, the output state will be referenced to the same coordinate system as the input state. |
Required Size: |
At least 6 |
Return Value
Type: |
Array of number (size = 6) |
Returns a six-element array containing the orbital state in the output element set. The output state will be referenced to the same coordinate system as the input state.
Syntax
myArray1 = ElementConvert(myVariable1, myVariable2, myArray2); |
This example converts the state of Spacecraft1 from Cartesian to Keplerian elements. This shows three different approaches to setting the Keplerian array. The output will be the same using any of these approaches; each option is available in order to provide flexibility in the way users can construct their script.
Output:
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See also