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Rotor Geometry Parameter Optimization of Synchronous Reluctance Motor Using Taguchi Method

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Warianty tytułu
PL
Optymalizacja parametrów geometrycznych wirnika w synchronicznej maszynie reluktancyjnej – metoda Taguchiego
Języki publikacji
EN
Abstrakty
EN
In this paper the effect of rotor geometry parameters on the d-axis and q-axis inductance of synchronous reluctance machines is investigated and an optimum design parameter combination is achieved to improve the saliency ratio as well as the performance of drive system. The 2D finite-element model of synchronous reluctance machine is used to construct the Taguchi design of experiments. The level of importance of each design parameter on the response surface is determined by using the Taguchi algorithm and analysis of variance results. The confirmation FEM simulation results indicated that the torque to current ratio and steady state performance of synchronous reluctance machines are improved appropriately in comparison with initial design, by using the proposed Taguchi optimization methodology.
PL
W artykule opisano wpływ parametrów geometrycznych wirnika maszyny reluktancyjnej synchronicznej, na wartość indukcyjności w osiach d i q. Opracowano optymalny sposób doboru tych parametrów w celu ograniczenia asymetrii magnetycznej maszyny. W budowie modelu metodą Taguchiego, wykorzystano model elementów skończonych w 2-D. Wykazano, że parametry maszyny, wyznaczone metodą optymalizacji Taguchiego pozwalają na osiągnięcie lepszych, w porównaniu z oryginalnymi, odpowiedzi prądowych oraz momentu mechanicznego.
Rocznik
Strony
197--201
Opis fizyczny
Bibliogr. 19 poz., rys., schem., tab., wykr.
Twórcy
autor
  • Iran University of Science & Technology
autor
  • Iran University of Science & Technology
Bibliografia
  • [1] J. Kolehmainen, Synchronous Reluctance Motor With Form Blocked Rotor, IEEE Trans. on energy conversion,25(2010), No.2, 450-456.
  • [2] J. Ho Lee, Optimum Design Criteria for Maximum Torque Density and Minimum Torque Ripple of SynRM According to the Rated Wattage Using Response Surface Methodology, IEEE Trans. on magn. ,45(2009), No.3,1578- 1581.
  • [3] N.Bianchi, S. Bolognani , D.Bon, M. Dai Pré, Rotor Flux-Barrier Design for Torque Ripple Reduction in Synchronous Reluctance and PM-Assisted Synchronous Reluctance Motors", IEEE Trans. on Ind. Appl., 45( 2009), NO. 3, 921-928.
  • [4] X. B. Bomela, M.J. Kamper, Effect of Stator Chording and Rotor Skewing on Performance of Reluctance Synchronous Machine, IEEE trans. on Ind. Appl., 38( 2002), No.1, 91-100.
  • [5] H.Hofmann , S.R. Sanders, High-Speed Synchronous Reluctance Machine with Minimized Rotor Losses, IEEE Trans. Ind. Appl, 36( 2000), No.2, 531-539.
  • [6] A.Fratta, G.P Troglia,A.Vagati and F.Villata, Torque Ripple Evaluation of High-Performance synchronous Reluctance Machines, IEEE Trans. Ind. Appl. Mag.,1(1995), No.4, 14-22.
  • [7] S.Brisset, F.Gillon, S. Vivier and P.Brochet , Optimization with Experimental Design, AnApproach Using Taguchi’s Methodology and Finite Element Simulations, IEEE Trans. Ind. Appl, 37( 2001), No.5, 3530-3533.
  • [8] A.. Omekanda, Robust Torque and Torque-per-Inertia Optimization of a Switched Reluctance Motor Using the Taguchi Methods, IEEE Trans. Ind. Appl, 42 (2006), 473-478.
  • [9] J.Ho Lee,K.Lee, Y.Hyun Cho, and T. Won Yun, Characteristics Analysis and Optimum Design of Anisotropy Rotor Synchronous Reluctance Motor Using Coupled Finite Element Method and Response Surface Methodology, IEEE Trans. on Magn ,45,( 2009), No.10, 4696-4699.
  • [10] D.A. Staton, S.E. Wood, T.J.E. Miller, Maximising the saliency ratio of the synchronous reluctance motor, IEE proceeding, (1993), 49-59 .
  • [11] Yun-Chul Choi, 1Jung-Ho Lee,Rotor & Stator Design on Torque Ripple Reduction for a Synchronous Reluctance Motor with a Concentrated Winding using RSM, Proceeding of International Conference on Electrical Machines and Systems, 2007 , 1216-1221.
  • [12] Jung Min Park, Sung Il Kim, Jung Pyo Hong, and Jung Ho Lee, Rotor Design on Torque Ripple Reduction for a Synchronous Reluctance Motor With Concentrated Winding Using Response Surface Methodology, IEEE Trans. on magn, 42( 2006), No.10, 3479- 3481.
  • [13]P.Niazi, H. A. Toliyat, D. Cheong, , J.Chul Kim, A Low-Cost and Efficient Permanent-Magnet-Assisted Synchronous Reluctance Motor Drive, IEEE Trans. Ind. Appl, 43( 2007) , NO. 2, 542-550.
  • [14]Jae-Woo Kim, Byung-Taek Kim, and Byung Il Kwon, Optimal Stator Slot Design of Inverter-Fed Induction Motor in Consideration of Harmonic Losses, IEEE Trans. on magn, 41(2005), No.5, 2012- 2015.
  • [15] S. Kamaruddin, Z.A. Khan and S. H. Foong, Application of Taguchi Method in the Optimization of Injection Moulding Parametersfor Manufacturing Products from Plastic Blend, Int. J. of Eng. and Technology(IACSIT), 2( 2010), No.6, 574 -580.
  • [16] Pavlos S.Georgilakis,Taguchi method for the optimization of transformer cores annealing process ,journal of optoelectronics and advanced materials, vol.10, No.5, 1169 – 1177.
  • [17] L.A. Dobrzanski , J. Domaga, J.F. Silva, Application of Taguchi method in the optimisation of filament winding of thermoplastic composites, International Scientific Journal published monthly as the organ of the Committee of Materials Science of the Polish Academy of Sciences, 28,( 2007), No.3, 133-140.
  • [18] J Kang and M Hadfield, Manufacture Engineers, Parameter optimization by Taguchi methods for finishing advanced ceramic balls using a novel eccentric lapping machine, J. of Eng. Proc. of the Institution of Mechanical, (2001), 69-78.
  • [19]Chang-Chou Hw, Li-Yang Lyu, Cheng-Tsung Liu, Ping-Lun Li, Optimal Design of an SPM Motor Using Genetic Algorithms and Taguchi Method, IEEE Trans. on Magn. 44(2008), No.11, 4325-4328
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-47ef1995-438e-43f8-ab56-35df47042e82
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