Keywords
mobile robot
modeling
circle-field method
traction characteristics затискні електромагніти
мобільний робот
моделювання
метод кругового поля
тягові характеристики
How to Cite
Abstract
There are a list of complicated tasks need to be solved to increase the working productivity and decrease working cost in modern shipbuilding and ship repair. Good results in solving those problems are shown whether automation with varied robots implementation. The mobile robots able to move and perform given technological operations on different-spaced ferromagnetic surfaces are equipped with own control systems, movers and clamping devices. Usually, reliability and safety of such robots are in direct dependence on designers’ adequate representation of their behavior that is described by mathematical description of separate parts or the robot in the whole to correct control problem solving. The article amply considers the process of the climbing mobile robot clamping electromagnet simulation model building using the improved circle-field method on the example of BR-65/30 clamping electromagnet. The model is built on the basis of interpolated dependences of flux coupling and electromagnetic force on the magnetomotive force and the value of the air gap obtained by numerical calculations of the magnetic field. The dynamic properties of the electromagnet are investigated and a family of its traction characteristics is obtained by the developed model, which can be used for automatic control of the robot clamping device. References 25, figures 5, tables 3.
References
Christensen L., Fischer N., Kroffke S., Lemburg J., Ahlers R. Cost-effective autonomous robots for ballast water tank in-spection. Journal of Ship Production and Design. 2011. Vol. 27 (3). Pp. 127-136.
Ross B., Bares J., Fromme C. A semi-autonomous robot for stripping paint from large vessels. The International Journal of Robotics Research. 2003. Vol. 22(7-8). Pp. 617-626. DOI: https://doi.org/10.1177/02783649030227010.
Kondratenko Y.P., Kozlov A.V. Parametric optimization of fuzzy control systems based on hybrid particle swarm algo-rithms with elite strategy. Journal of Automation and Information Sciences. 2019. Vol. 51. Issue 12. Pp. 25-45.
Tosun O., Akin H.L., Tokhi M.O., Virk G.S. Mobile robotics: solutions and challenges. Proc. of the 12th International Conference on Climbing and Walking Robots and the Support Technologies for Mobile Machines. Istanbul, Turkey, September 9-11, 2009.
Taranov M., Rudolph J., Wolf C., Kondratenko Y., Gerasin O. Advanced approaches to reduce number of actors in a magnetically-operated wheel-mover of a mobile robot. Proc. of the 2017 13th International Conference Perspective Technologies and Methods in MEMS Design (MEMSTECH). Polyana, Ukraine, 2017. Pp. 96-100.
Souto D., Faiña, A., Deibe, A., Lopez-Peña, F., Duro, R. J. A robot for the unsupervised grit-blasting of ship hulls. Inter-national Journal of Advanced Robotic Systems. 2012. Vol. 9. Pp. 1-16.
Siciliano B., Khatib O. Springer handbook of robotics. Springer, 2016. 1611 p.
Faina A., Orjales F., Souto D., Bellas F., Duro R. A modular architecture for developing robots for industrial applica-tions. Advances in Intelligent Robotics and Collaborative Automation. River Publishers, 2015. Pp. 1-26.
Kondratenko Y.P., Rudolph J., Kozlov O.V., Zaporozhets Y.M., Gerasin O.S. Neuro-fuzzy observers of clamping force for magnetically operated movers of mobile robots. Tekhnichna Electrodynamica. 2017. No 5. Pp. 53-61. (Ukr) DOI: https://doi.org/10.15407/techned2017.05/053
Gradetskiy V., Rachkov M. Robots for vertical movement. Moscow: RF Ministry of Education Publisher, 1997. (Rus)
Souto D., Faica A., Lypez-Peca F., Duro R.J. Lappa: a new type of robot for underwater non-magnetic and complex hull cleaning. Proc. of IEEE International Conference Robotics and Automation. Karlsruhe, Germany, May 6-10, 2013. Pp. 3394-3399.
Zaporozhets Y. M., Kondratenko Y. P. Objectives and features of the control of magnetic mover wheeled mobile robot. Elkctronnoe Modelirovanie. 2013. Vol. 35. No 5. Pp. 109-123. (Rus).
Kondratenko Y., Topalov A., Gerasin O. Analysis and modeling of the slip signals’ registration processes based on sen-sors with multicomponent sensing elements. Proc. of the 13th International Conference CADSM 2015, Lviv, Ukraine, February 24-27, 2015. Pp. 109-112.
Kondratenko Y.P., Kozlov O.V. Generation of rule bases of fuzzy systems based on modified ant colony algorithms. Journal of Automation and Information Sciences, 2019. Vol. 51. Issue 3. Pp. 4-25.
Kondratenko Y., Zaporozhets Y., Rudolph J., Gerasin O., Topalov A., Kozlov O. Modeling of clamping magnets inter-action with ferromagnetic surface for wheel mobile robots. International Journal of Computing. 2018. No 17 (1). Pp. 33-46.
Vaskovskiy Yu.N. Prospects for modeling the dynamic modes of electromechanical transducers based on circle-field methods. Electrical engineering and electromechanics. 2003. No 1. Pp. 23-25. (Rus.)
Neyman L., Neyman V., Shabanov A. Vibration dynamics of an electromagnetic drive with a half-period rectifier. Proc. of 18-th International Conference of Young Specialists Micro/nanotechnologies and Electron Devices EDM. Novosibirsk, RF. 2017. Pp. 503-506.
Polivanov K.M. Theoretical foundations of electrical engineering. Part 3% Electromagnetic field theory. Moskva: En-ergiia, 1969. 352 p. (Rus)
Kondratenko Y. P., Zaporozhets Y. M., Rudolph J., Gerasin O. S., Topalov A. M., Kozlov O. V. Features of clamping electromagnets using in wheel mobile robots and modeling of their interaction with ferromagnetic plate. Proc. of the 9th IEEE Inter-national Conference Intelligent Data Acquisition and Advanced Computing Systems: Technology and Applications (IDAACS). Bu-charest, Romania, 2017. Vol. 1. Pp. 453-458.
Lvov E.L. Relationship between different methods of calculating static traction forces in electromagnetic systems. Pro-ceedings of the Moscow Energy Institute. 1951. Issue VII.
Tcherno A.A. Dynamic model of an electromagnetic vibrating drive. Tekhnichna Electrodynamica. 2014. No 2. Pp. 37-43. (Rus)
Cherno O.O., Monchenko M.Y. Energy efficiency of the vibratory device electromagnetic drive system. Tekhnichna Electrodynamica. 2015. No 1. Pp. 20-25.
Bairun Electric Store. Electromagnet 65*30 mm, 80 kg, DC 5V/12V/24V. URL: https://goo.su/3hGb (accessed 15.11.2020 )
Cherkasova O.A. Research of the magnetic field of the permanent magnet by means of computer modeling. URL: https://goo.su/3Hgb. (accessed 15.11.2020). (Rus)
Cherno O., Hurov A., Bugrim L. Peculiarities of the creating of electromagnetic vibration drive systems mathematical models. Electromechanical and energy saving systems. 2018. Vol. 3(43). Pp. 45-51. (Ukr)
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