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Pallet motion on a magnetic brake roller

Treść / Zawartość
Identyfikatory
Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
The brake roller is one of the elements for the safe operation of gravity flow pallet racks. The brake roller of the magnetic (eddy current) type magnetic brake roller (MBR) is the most promising brake type. The working principle of the MBR is based on electromagnetic induction laws, according to which the braking of a conductor moving in the magnetic field is caused by the interaction of the conductor's eddy currents with the external magnetic field. In the paper, a mathematical model of the pallet motion on an MBR was developed. The equation of motion of the pallet on the MBR was derived. The calculation results were compared with the results of experimental studies of the pallet motion velocity on the MBR. For pallet speed under “drag peak” speed, the error of the mathematical model is <7.7%, and the error starts increasing once over the “drag peak” speed. Additional investigation of the coefficient of magnetic viscosity for speeds greater than the “drag peak” speed is required.
Rocznik
Strony
34--39
Opis fizyczny
Bibliogr. 32 poz., rys., tab., wykr.
Twórcy
  • Faculty of Robotics and Complex Automation, Department of Lifting and Transport Systems, Bauman Moscow State Technical University, 2-ya Baumanskaya 5/1, Moscow 105005, Russia
autor
  • Faculty of Robotics and Complex Automation, Department of Lifting and Transport Systems, Bauman Moscow State Technical University, 2-ya Baumanskaya 5/1, Moscow 105005, Russia
  • Faculty of Robotics and Complex Automation, Department of Lifting and Transport Systems, Bauman Moscow State Technical University, 2-ya Baumanskaya 5/1, Moscow 105005, Russia
Bibliografia
  • 1. Derhami S, Smith JS, Gue KR. Optimising space utilisation in block stacking warehouses. Int J Of Prod Res. 2017; 55(21):6436-6452.
  • 2. Ghalehkhondabi I. Masel DT. Storage allocation in a warehouse based on the forklifts fleet availability. Journal Of Algorithms & Com-putational Technology. 2018; 12(2):127-135.
  • 3. Heragu SS, Cai X, Krishnamurthy A, Malmborg CJ. Analytical models for analysis of automated warehouse material handling systems. Int J Of Prod Res. 2011; 49(22);6833-6861.
  • 4. Sulirova I, Zavodska L, Rakyta M, Pelantova V. State-of-the-art approaches to material transportation handling and warehousing. 12th International scientific conference of young scientists on sus-tainable modern and safe transport. Procedia Engineering. 2017; 192:857-862.
  • 5. Boywitz D, Boysen N. Robust storage assignment in stack- and queue-based storage systems. Computers & Operations Research. 2018; 100:189-200.
  • 6. Accorsi R, Baruffaldi G, Manzini R. Design and manage deep lane storage system layout. An iterative decision-support model. Int J Adv Manuf Technol. 2017; 92(1-4):57-67.
  • 7. Eo J, Sonico J, Su A, Wang W, Zhou C, Zhu Y, Wu S, Chokshi T. Structured comparison of pallet racks and gravity flow racks. IIE An-nual Conference and Expo. 2015; 1971-1980.
  • 8. Wu S, Wu Ya, Wang Ya. A structured comparison study on storage racks system. Journal of Residuals Science & Technology. 2016; 13(8).
  • 9. Vujanac R, Miloradovic N, Vulovic S. Dynamic storage systems. ANNALS of Faculty Engineering Hunedoara – International Journal of Engineering. 2016; XIV:79-82.
  • 10. Safronov E, Nosko A. A Method to Determine Allowable Speed for a Unit Load in a Pallet Flow Rack. Acta Mechanica et Automatica 2019; 13(2):80-85.
  • 11. Safronov E, Sharifullin I, Nosko A. Ustroystva bezopasnoy ekspluata-tsii gravitatsionnykh rolikovykh konveyyerov palletnogo tipa: Mono-grafiya [Devices for safe operation of pallet type gravity roller conve-yors: Monograph] Universitetskaya kniga Moscow (in Russian). 2018.
  • 12. Kamenskaya NI, Sein VA, Zvereva MI. A Study of the Causes of Failure of Permanent Magnets from Cast Hard Magnetic Alloys Met-al. Science and Heat Treatment. 2017; 59:232-236.
  • 13. Sharifullin I, Nosko A, Safronov E. Matematicheskaya model’ protsessa dvizheniya pallety po tormoznomu roliku magnitnogo tipa [Mathematical model of the motion pallet process on brake magnetic type roller]. The Russian Automobile and Highway Industry Journal. 2020; 17(3):364-373 (in Russian).
  • 14. Ozolin AU, Skubov DU, Shtukin LV. Sposoby tormozheniya pa-dayushchego lifta s pomoshch’yu postoyannykh magnitov [Methods of braking a falling elevator with the help of permanent magnets] Nauchno-tekhnicheskiye vedomosti Sankt-Peterburgskogo gosudar-stvennogo politekhnicheskogo universiteta 2008; 6(70):82-86 (in Russian).
  • 15. Safronov E, Nosko A. Influence of the brake lining position on the efficiency of the centrifugal friction roller. IOP Conference Series: Ma-terials Science and Engineering. 2020: 709(2).
  • 16. Simeu E, Georges D. Modeling and control of an eddy current brake. Control Engineering Practise. 1996; 14(1):19-26.
  • 17. Ozolin AU, Skubov DU, Shtukin LV. Issledovaniye vikhretokovogo diskovogo tormoza [Research eddy current disc brake]. Nauchno-tekhnicheskiye vedomosti Sankt-Peterburgskogo gosudarstvennogo politekhnicheskogo universiteta. 2009: 1(74):57-60 (in Russian).
  • 18. Luskan’ OA. Opredeleniye skorosti transportirovaniya shtuchnykh gruzov na inertsionnom rolikovom konveyyer [Determining the speed of transportation of piece goods on an inertial roller conveyor]. Izv TulGU Pod”yemno-transportnyye mashiny i oborudovaniye. 2003; 4:84-89 (in Russian).
  • 19. Zenkov RL, Ivashkov II, Kolobov LN. Mashiny nepreryvnogo trans-porta [Continuous transport machines]. Moscow (in Russian). 1997.
  • 20. Luskan’ OA. Teoreticheskiye osnovy peremeshcheniya gruzov impul'snymi konveyyerami [Theoretical Foundations of the Movement of Goods by Pulse Conveyors]. Saratov (in Russian). 2010.
  • 21. Luskan’ OA. Inzhenernyy raschet impul’snykh konveyyerov [Engi-neering calculation of pulse conveyors]. Saratov (in Russian). 2011.
  • 22. Hollowell TC, Kahl JT, Stanczak MD, Wang Y. Eddy Current Brake Design for Operation with Extreme Back-drivable Eddy Current Mo-tor. Mechanical Engineering Undergraduates. 2010.
  • 23. Andrew HC, Hayward V. Eddy Current Brakes for Haptic Interfaces: Design Identification and Control. IEEE/ASME Transactions on Mechatronics. 2008; 13(6):669-677.
  • 24. Kerem K, Afzal S, Park EJ. Analytical modeling of eddy current brakes with the application of the time varying magnetic fields. Ap-plied Mathematical Modeling. 2015; 1168-1179.
  • 25. Kerem K, Park EJ, Afzal S. Improved braking torque generation capacity of an eddy current brake with time varying magnetic fields: A numerical study. Finite Elements in Analysis and Design. 2012; 59:66-75
  • 26. Lee K, Park K. Modeling eddy currents with boundary conditions by sing Coulomb’s law and the method of images. IEEE Transactions on Magnetics. 2002; 38(2):1333-1340.
  • 27. Heald MA. Magnetic braking: Improved theory. American Journal of Physics. 1988; 56(6):521-522.
  • 28. Anwar S. A parametric model of an eddy current electric machine for automotive braking applications. IEEE Transactions on Control Sys-tems Technology. 2002; 12(13):422-427.
  • 29. Shin HJ, Choi JY, Cho HW, Jang SM. Analytical torque calculations and Experimental testing of permanent magnet Axial eddy current brake. IEEE Transactions of Magnetics. 2013; 49(7):4152-4155.
  • 30. Sharifullin I, Nosko A, Safronov E, Kirillov D. Experimental study of eddy current braking applicable to gravity roller conveyor. Funda-mental and Applied Problems of Engineering and Technology. 2020; 342(4-1):106-116.
  • 31. Ghomri L, Sari Z. Mathematical modeling of the average retrieval time for flow-rack automated storage and retrieval systems. J Manuf Syst. 2017; 44:165-178.
  • 32. Thompson MT. Permanent magnet electrodynamic brakes design principles and scaling laws. Online Symposium for Electrical Engi-neers. 2009.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-967661c1-a6bb-43fa-a319-8cf922fd7ecd
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