The use of empirical optimization methods in navigational problems under scarce measurement data conditions
DOI:
https://doi.org/10.3103/S0735272704030094Abstract
The paper considers the possibility for application of empirical optimization methods to resolution of the navigational problem in the case of a shortage of measurement information. It is proposed to use a modified method of conjugate directions solving the problem of prompt estimation of orbital parameters of space objects in the satellite system of observation.References
- ALYOSHKIN, A.P. Theoretical Foundations of Adaptive Biased Estimation with Nonlinear Constraints and Its Application to Treatment of Ill-Defined Navigation Problems [in Russian]. VIKU im. A. F. Mozhaiskogo, 2001.
- PANTELEYEV, A.V.; LETOVA, T.A. Methods of Optimization in Tasks and Exercises [in Russian]. Moscow: Vysshaya Shkola, 2002.
- STEPANOV, M.G. Theory of Biased Estimation of Motion Parameters of Spacecrafts Based on Incomplete Data [in Russian]. VIKKA im. A. F. Mozhaiskogo, 1993.
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Published
2004-03-09
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Research Articles