METHOD OF SATELLITE PRECISE ORBIT DETERMINATION USING PARALLACTIC REFRACTION SCALE FACTOR ESTIMATION

    公开(公告)号:US20230365276A1

    公开(公告)日:2023-11-16

    申请号:US18350862

    申请日:2023-07-12

    Inventor: Eun Jung CHOI

    CPC classification number: B64G1/242 B64G3/00 G01C21/24

    Abstract: A method of determining a precise orbit of a satellite through estimation of a parallactic refraction scale factor is proposed, the method includes inputting an initial estimate including initial orbit information of a satellite with respect to an observation epoch and the parallactic refraction scale factor; performing orbit propagation using a high-precision orbit propagator by applying a dynamics model; performing observer-centered satellite optical observation modeling including the parallactic refraction scale factor; calculating an observation residual between actual optical observation data and observation data calculated via the observation modeling reflecting the parallactic refraction; and precisely determining the orbit of the satellite by estimating the parallactic refraction scale factor and a satellite state vector using a batch least square estimation algorithm.

    METHOD FOR RE-ENTRY PREDICTION OF UNCONTROLLED ARTIFICIAL SPACE OBJECT

    公开(公告)号:US20230348117A1

    公开(公告)日:2023-11-02

    申请号:US18350740

    申请日:2023-07-11

    Inventor: Eun Jung CHOI

    CPC classification number: B64G3/00 G06F17/175

    Abstract: A method for re-entry prediction of an uncontrolled artificial space object includes: calculating an average semi-major axis and an argument of latitude by inputting two-line elements or osculating elements of an artificial space object at two different time points; calculating an average semi-major axis, argument of latitude, and atmospheric drag at a second time point; estimating an optimum drag scale factor while changing the drag scale factor; predicting the time and place of re-entry of an artificial space object into the atmosphere by applying the estimated drag scale factor. Here, orbit prediction is performed by using a Cowell's high-precision orbital propagator using numerical integration from the second time point to a re-entry time point.

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