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Development and research of the submersible mechanisms motion control system in the vertical plane. Synthesis of the contour of the submersible mechanisms depth control system

Authors: Gostilovich S.O.
Published in issue: #11(28)/2018
DOI: 10.18698/2541-8009-2018-11-400


Category: Mechanical Engineering and Machine Science | Chapter: Robots, Mechatronics, and Robotic Systems

Keywords: submersible mechanisms, mathematical model, trim, immersion depth, vertical motion, linearized model, feedbacks, harmonic linearization, transfer function, self-oscillation, residual buoyancy
Published: 12.11.2018

In this paper on the basis of a simplified mathematical model and previously synthesized control loop trim angle made control circuit depth of the submersible mechanisms. The author showed the process of occurrence in the system of self-oscillations in the synthesis of the control loop depth of the submersible mechanisms on the linearized model. The author determined with the help of harmonic linearization methods, the causes of self-oscillations are revealed, and the condition of their absence. The paper analysis the influence of the structure of the contour of the trim and the contour of the depth of immersion, as well as the effect of continuous nonlinearities of the system on the occurrence of self-oscillations. The paper deals with the usefulness of the subsequent correction of the system parameters by simulation. It is reported that the results of simulation of the obtained system taking into account nonlinearities, perturbations and non-zero residual buoyancy under various driving forces are presented.


References

[1] Grumondz V.T., Polovinkin V.V., Yakovlev G.A. Teoriya dvizheniya dvusrednykh apparatov. Matematicheskie modeli i metody issledovaniya [Movement theory of two-medium apparatus. Mathematical models and research methods]. Moscow, Vuzovskaya kniga publ., 2012, 644 p.

[2] Grumondz V.T., Yakovlev G.A. Algoritmy aerogidrodinamicheskogo proektirovaniya [Algorithms of aerohydrodynamic engineering]. Moscow, MAI publ., 1994, 304 p.

[3] Kiselev L.V., Medvedev A.V. Research of AUV dynamic features on basis of processes typology and fuzzy control models. Podvodnye issledovaniya i robototekhnika [Underwater Investigations and Robotics], 2008, no. 1(5), pp. 16–23.

[4] Kiselev L.V., Medvedev A.V. Dynamics models and control algorithms of autonomous underwater robot in trajectory inspection of the physical fields anomalies. Podvodnye issledovaniya i robototekhnika [Underwater Investigations and Robotics], 2011, no. 1(11), pp. 24–31.

[5] Kiselev L.V., Medvedev A.V. On parametric relation of hydrodynamics and motion stability of the autonomous underwater robot. Podvodnye issledovaniya i robototekhnika [Underwater Investigations and Robotics], 2013, no. 1(15), pp. 17–22.

[6] Kiselev L.V., Medvedev A.V. Comparative analysis and the optimization of the autonomous underwater robots dynamic properties of different projects and configurations. Podvodnye issledovaniya i robototekhnika [Underwater Investigations and Robotics], 2012, no. 1(13), pp. 24–35.

[7] Lukomskiy Yu.A., Chugunov V.S. Sistemy upravleniya morskimi podvizhnymi ob’’ektami [Control systems of marine vehicles]. Leningrad, Sudostroenie publ., 1988, 272 p.

[8] Gostilovich S.O. Designing and vertical testing of the submersible motion control system. The mathematical model of the submersible. Politekhnicheskiy molodezhnyy zhurnal [Politechnical student journal], 2018, no. 2(19). Available at: http://ptsj.ru/catalog/menms/robots/254.html.

[9] Gostilovich S.O., Gostilovich A.O. Development and investigation of the submersible vertical motion control system. Trim difference loop synthesis. Politekhnicheskiy molodezhnyy zhurnal [Politechnical student journal], 2018, no. 5(22). Available at: http://ptsj.ru/catalog/menms/robots/305.html.

[10] Besekerskiy V.A., Popov E.P. Teoriya sistem avtomaticheskogo upravleniya [Automatic control system theory]. Sankt-Peterburg, Professiya publ., 2007, 752 p.

[11] Popov E.P. Teoriya nelineynykh sistem avtomaticheskogo regulirovaniya i upravleniya [Theory of non-linear systems of automatic regulation and control]. Moscow, Nauka publ., 1979, 256 p.