Structure of the control system of a marine vessel in dynamic positioning mode and its software implementation
https://doi.org/10.21821/2309-5180-2025-17-1-49-60
EDN: IHGRVG
Abstract
Currently, dynamic positioning and low-speed maneuvering systems are increasingly in demand and necessary for safe maritime activities. Dynamic positioning systems are widely used mainly in the oil and gas industry, but also in supply vessels, barges and drilling rigs, ocean liners, and cargo ships. The development and analysis of control systems for the effective operation of a ship's control system with dynamic positioning requires the use of a mathematical model of the vessel, on the basis of which a study of synthesized control systems is carried out. The article proposes a general structure for modeling the control system for a vessel with dynamic positioning. The control system is represented by a set of a control object (in our case, a marine vessel), a command input device, a control device (controller), and an information and measuring system. The article considers a mathematical model of plane-parallel motion of a vessel, describing the movement of a vessel in three generalized coordinates: surge, sway, and yaw. As an example, two types of vessels with different propulsion systems are considered: a vessel equipped with two aft azimuth thrusters and a bow tunnel thruster, and a similar vessel, but equipped with a bow azimuth thruster. The forces generated by the propulsion devices of ships are determined through the connection with generalized forces and moments via the thrust allocation matrix for the corresponding kinematic scheme. The given propulsion schemes provide the possibility of holding the vessel in dynamic positioning mode. The description of mathematical models is presented in the form of vector-matrix nonlinear differential equations. The mathematical apparatus used to represent mathematical models of ships allows the use of models for the synthesis and modeling of control systems. The structure of the software implementation of the control system, developed in the Matlab environment, a description of the developed modules, and simulation results are presented.
About the Authors
I. M. MovchanRussian Federation
Movchan, Ivan M. - Postgraduate
50A Verkhneportovaya Str., Vladivostok, 690003
D. A. Oskin
Russian Federation
Oskin, Dmitry A. - PhD, associate professor
50A Verkhneportovaya Str., Vladivostok, 690003
References
1. Barakhta, A. V. and Yu. I. Yudin “Structure and principles of dynamic positioning systems’ work.” Vestnik MGTU. Trudy Murmanskogo gosudarstvennogo tekhnicheskogo universiteta 12.2 (2009): 255‒258.
2. Nikitin, E. D., T. V. Timochkina, V. A. Miklush and N. V. Yagotintseva “D. Analiz i struktura sistem dinamicheskogo pozitsionirovaniya sudov.” Informatsionnye tekhnologii i sistemy: upravlenie, ekonomika, transport, pravo 3(21) (2017): 85‒90.
3. Oskin, D. A., V. V. Bocharova and S. V. Osipov “Mathematical models of dynamics of vessels equipped with power propellers.” Vestnik Astrakhanskogo gosudarstvennogo tekhnicheskogo universiteta. Seriya: Upravlenie, vychislitelnaya tekhnika i informatika 3 (2023): 124‒132. DOI: 10.24143/2072-9502-2023-3-126-132.
4. Fossen, Thor I. Handbook of marine craft hydrodynamics and motion control. John Willy & Sons Ltd (2011). DOI: 10.1002/9781119994138.
5. Liu, Zhixiang, et al. “Unmanned surface vehicles: An overview of developments and challenges.” Annual Reviews in Control 41 (2016): 71–93. DOI: 10.1016/j.arcontrol.2016.04.018.
6. Alfheim, Henrik Lemcke, et al. “Development of a dynamic positioning system for the revolt model ship.” IFAC-PapersOnLine 51.29 (2018): 116‒121. DOI: 10.1016/j.ifacol.2018.09.479.
7. Øien, Stein-Inge Torset. Dynamic Positioning for Small Autonomouse Surface Vessels. MS diss. NTNU, 2016.
8. Donnarumma, S., M. Martelli and S. Vignolo. “Numerical Models for Ship Dynamic Positioning.” MARINE VI: Proceedings of the VI International Conference on Computational Methods in Marine Engineering. CIMNE, 2015: 1078–1088.
9. Tausheva, U. A. “Mathematical model of a vessel for debugging of vessel’s dynamic positioning control system by means of SIMINTECH facilities.” Sistemy upravleniya i obrabotki informatsii 1(40) (2018): 44‒49.
10. Kalinin, I. M., M. K. Ivanova, L. G. Pautov and A. V. Rudetskij “Computer model of the ship’s dynamic positioning system.” Trudy Krylovskogo gosudarstvennogo nauchnogo tsentra 4(394) (2020): 109‒120. DOI: 10.24937/2542-2324-2020-4-394-109-120.
11. Oskin, D. A., A. A. Gorshkov, S. A. Klimenko and N. A. Pogodin “Information and control system of collecting and transmitting data for unmanned vessel.” Vestnik Astrakhanskogo gosudarstvennogo tekhnicheskogo universiteta. Seriya: Morskaya tekhnika i tekhnologiya 2 (2021): 24‒31. DOI: 10.24143/2073-1574- 2021-2-24-31.
Review
For citations:
Movchan I.M., Oskin D.A. Structure of the control system of a marine vessel in dynamic positioning mode and its software implementation. Vestnik Gosudarstvennogo universiteta morskogo i rechnogo flota imeni admirala S. O. Makarova. 2025;17(1):49-60. (In Russ.) https://doi.org/10.21821/2309-5180-2025-17-1-49-60. EDN: IHGRVG