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Control of quadcopter motion in the horizontal plane
AIP Conference Proceedings. 2019. Vol. 2116. Article 380003.
Glazkov T. V., Golubev A., Gorbunov A. V., Krishchenko A. P.
This paper deals with trajectory tracking control of a quadcopter in a horizontal plane. A full rigid body model of the flying vehicle that doesn't assume smallness of the Euler angles is considered. For synthesis of the tracking control the nonlinear dynamics inversion approach is used. Three different control strategies with restrictions on the orientation of the quadrotor are studied.
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Брычков М. Е., Незнанов А.А., Программирование 2026 № 4 С. 50–66
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Томск: Издательство Томского государственного университета, 2026.
Материалы сборника Шестнадцатой Международной конференции «Новые информационные
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широкий круг специалистов, работающих на стыке теории информации, системного анализа и
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A mathematical model of cerebral blood flow in the form of a dynamical system is studied.
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Golubev A., Glazkov T. V., , in: Proceedings of the Workshop on Mathematical Modeling and Scientific Computing: Focus on Complex Processes and Systems — dedicated to the memory of Nikolai Botkin (MMSC 2020).: CEUR Workshop Proceedings, 2020. Ch. 2783 P. 113–127.
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This paper deals with time polynomial based trajectory planning for differentially flat affine dynamical systems that can be written as a chain of second-order controlled subsystems. An analytical approach is proposed to account for state and input constraints by adjusting the standard third-order time polynomial based considerations. For a point-to-point motion planning problem the constraints ...
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