Optimization of the guaranteed reliability of determining orbital elements in conditions of indefiniteness

Mathematics

Scientific paper

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Linear Filters, Optimization, Orbital Elements, Reliability Analysis, Satellite Orbits, Algorithms, Covariance, Error Analysis, Normal Density Functions, Quadratic Programming, Radial Velocity

Scientific paper

An optimal linear filtering algorithm for determining the orbital elements of a satellite is described. The algorithm provides for maximum guaranteed reliability of the determination of a given element for the case of general constraints placed on the mathematical delay and the covariance or correlation matrix of initial-data errors, under the assumption that the errors of this element have a Gaussian distribution. The solution algorithm is based on a quadratic programming method. As an example, the radial velocity of a satellite is determined optimally from range measurements.

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