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DOI: 10.23952/cot.2022.17
Received August 30, 2021; Accepted September 8, 2022; Published October 19, 2022
Abstract. A system, which is nonlinear with respect to phase coordinates and linear with respect to disturbance, is considered. The problem of the dynamical reconstruction of unknown disturbances acting on the system is investigated. It is assumed that inaccurate measurements of the phase states are available at discrete times. An algorithm that is stable under informational noises and computational errors is designed. This algorithm is based on constructions of feedback control theory. The general construction is illustrated by two examples.
How to Cite this Article:
V.I. Maksimov, Reconstruction of an unknown disturbance in a system of differential equations based on measurements of phase states, Commun. Optim. Theory 2022 (2022) 17.