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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.
Language:
English
Los Alamitos: IEEE Computer Society, 2026.
It is a great pleasure for us to welcome you on behalf of the conference committees, to the 11th IEEE International Conference on Smart Cloud (IEEE SmartCloud 2026), we are glad that we can have this international conference in New York city, USA. Now, please allow us to introduce the IEEE SmartCloud 2026 conference. The ...
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In this note we deal with analytical time polynomial based motion planning considerations. A class of differentially flat affine dynamical systems that can be rendered as a set of second-order controlled subsystems is analyzed. It is shown that state and input box constraints can be readily accounted for by proper choice of time of motion ...
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Golubev A., Nay T., Gorbunov A. V. et al., AIP Conference Proceedings 2019 Vol. 2116 Article 380004
In this note we deal with control of a quadrocopter in a horizontal plane under state constraints in the form of a labyrinth. An algorithm to construct the programmed motion of the quadrocopter in a flat labyrinth is proposed. A full rigid body model of the flying vehicle that doesn't assume smallness of the Euler ...
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Glazkov T. V., Golubev A., AIP Conference Proceedings 2019 Vol. 2195 Article 020007
In this paper we deal with nonlinear control design for Parrot Mambo or Parrot Rolling Spider quadcopters using Simulink Support Package for Parrot Minidrones. A full rigid body model of the flying vehicle that doesn't assume smallness of the Euler angles is considered. For synthesis of the control the nonlinear dynamics inversion and integrator backstepping ...
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