AEROSPACE SHANGHAI, Volume. 41, Issue 6, 23(2024)

Multi-station Joint Initial Orbit-determination and Uncertainty Estimation Method

Xuefeng TAO*... Shuailong ZHAO and Zhi LI |Show fewer author(s)
Author Affiliations
  • Space Engineering University,Beijing101400,China
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    References(15)

    [2] X F TAO, Z LI, Q W GONG et al. Uncertainty analysis of the short-arc initial orbit determination. IEEE Access, 38045-38059(2020).

    [10] R M WEISMAN, M MAJJI, K T ALFRIEND. Analytic characterization of measurement uncertainty and initial orbit determination on orbital element representations. Celestial Mechanics and Dynamical Astronomy, 118, 165-195(2014).

    [11] R M WEISMAN, M K JAH. Uncertainty quantification for angles-only initial orbit determination, 414-434(2014).

    [12] R ARMELLIN, P DI LIZIA, R ZANETTI. Dealing with uncertainties in angles-only initial orbit determination. Celestial Mechanics and Dynamical Astronomy, 125, 435-450(2016).

    [13] R ARMELLIN, L P DI. Probabilistic optical and radar initial orbit determination. Journal of Guidance,Control,and Dynamics, 41, 101-118(2017).

    [14] I I HUSSEIN, C W T ROSCOE, M P WILKINS et al. Probabilistic admissibility in angles-only initial orbit determination, 5-9(2014).

    [15] C R BINZ, L M HEALY. Utilization of uncertainty information in angles-only initial orbit determination, 152, 3159-3173(2014).

    [16] C R BINZ, L M HEALY. Uncertainty characterization for angles-only initial orbit determination. Advances in the Astronautical Sciences, 150, 1777-1792(2014).

    [17] C R BINZ, L M HEALY. Direct uncertainty estimates from angles-only initial orbit determination. Journal of Guidance,Control,and Dynamics, 41, 34-46(2017).

    [18] K J DEMARS, J S MCCABE, J E DARLING. Collaborative multi-sensor tracking and data fusion, 11-15(2015).

    [19] K J DEMARS, J S MCCABE, J E DARLING. Efficient multi-sensor data fusion for space surveillance, 5212-5217(2015).

    [20] K J DEMARS, J S MCCABE. Multi-sensor data fusion in non-gaussian orbit determination, 4310(2014).

    [21] J S MCCABE, K J DEMARS. Fusion methodologies for orbit determination with distributed sensor networks, 1323-1330(2018).

    [26] R H GOODING. A New procedure for the solution of the classical problem of minimal orbit determination from three lines of sight. Celestial Mechanics and Dynamical Astronomy, 66, 387-423(1997).

    [27] T A HENDERSON, D MORTARI, J DAVIS. Modifications to the gooding algorithm for angles-only initial orbit determination, 10-238(2010).

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    Xuefeng TAO, Shuailong ZHAO, Zhi LI. Multi-station Joint Initial Orbit-determination and Uncertainty Estimation Method[J]. AEROSPACE SHANGHAI, 2024, 41(6): 23

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    Paper Information

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    Received: Feb. 24, 2024

    Accepted: --

    Published Online: Mar. 7, 2025

    The Author Email:

    DOI:10.19328/j.cnki.2096-8655.2024.06.003

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