Analytical electromagnetic field and forces calculation for linear, cylindrical and spherical electromechanical converters

• Autorzy: Spałek D.
• Języki publikacji: EN

Słowa kluczowe

EN

electromagnetic forces; forces anisotropy; analytical solutions

• Wydawca: Polska Akademia Nauk, Wydział IV Nauk Technicznych
• Czasopismo: Bulletin of the Polish Academy of Sciences. Technical Sciences
• Rocznik: 2004
• Tom: Vol. 52, nr 3
• Strony: 239--250
• Opis fizyczny: Bibliogr. 22 poz., 13 rys., 5 tab.

Twórcy

autor

Spałek D.

• Institute of Theoretical and Industrial Electrotechnics, Silesian University of Technology, 10 Akademicka St, 44-100 Gliwice, Poland

Bibliografia

• [1] R. S. Ingarden and A. Jamiołkowski, Classical Electrodynamics, Elsevier-PWN, Warsaw, 1985.
• [2] G. Joos, Lehrbuch der Theoretischen Physik, Leipzig, 1954, (in German).
• [3] I. E. Tamm, The Fundamentals of Electric Theory, WNT, Warszawa, 1965, (in Polish).
• [4] L. D. Landau and E. M. Lifszyc, The Classical Theory of Fields, Pergamon, New York, 1951.
• [5] L. D. Landau and E. M. Lifszyc, Electrodynamics Continuous Regions, PWN 1960, (in Polish).
• [6] Z. Ren, “Comparison of different force calculation method in 3D finite element modelling”, IEEE Transaction on Magnetics 30(5), 3471–3474 (1994).
• [7] R. Rosensweig, Ferrohydrodynamics, Cambridge University Press, Cambridge 1985.
• [8] D. Spałek, “Anisotropy component of electromagnetic torque in electrical machines”, Archives of Electrical Engineering 1, 109–126 (1999).
• [9] D. Spałek, “Fast analytical model of induction motor for approaching rotor eccentricity”, COMPEL International Journal for Computation Mathematics in Electrical & Electronics Engineering 18(4), MCB University Press, 570–586 (1999).
• [10] B. Adkins and P. G. Harley, The General Theory of Alternating Current Machines, Chapman and Hall, London, 1978.
• [11] J. Tu rowski, K. Zakrzewski and R. Sikora, Analysis and Synthesis of Electromagnetic Field, Ossolineum, Warszawa, 1990 (in Polish).
• [12] Kent R. Davey, “Analytic analysis of single and three phase induction motors”, Problem 30a, Workshop TEAM, http://ics.eclyon.fr/team.html.
• [13] A. Nethe, T. Scholz and H-D. Stahlmann, “An analytical solution method for magnetic fields using the Fourier analysis and its application of ferrofluid driven electric machines”, Conference Proceedings ISTET 2003, Warsaw, Vol. II, 421–424 (2003).
• [14] A. Demenko, Numerical Approach to Electrical Machines Dynamics, Poznań University of Technology, Poznań, 1997 (in Polish).
• [15] A. Demenko, “Finite element analysis of electromagnetic torque saturation harmonics in a squirrel cage machine”, COMPEL 18(4), 619–628, (1999).
• [16] I. S. Gradsztajn and I. M. Ryzik, Tablicy Intjegralow, Sum, Rjadow i Proizwjedjenij, Moskwa, 1962, (in Russian).
• [17] S. K¨astner, Vectors, Tensors, Spinors, Akademie-Verlag, Berlin, 1960 (in German).
• [18] K. Davey, G. Vachtsevanos and R. Powers R., “The analysis of fields and torques in spherical induction motors”, IEEE Transaction on Magnetics Mag-23 (1), (1987).
• [19] J. Purczyński and L. Kaszycki, “Power losses and electromagnetic torque of spherical induction motor”, Rozprawy Elektrotechniczne 34(3), 819–838 (1988) (in Polish).
• [20] A. N. Miliach, Osnowy Tjeorii Elektrodinamiczjeskich Sistjem s Tremija Stepjenjami Swobody Dwizjenija, Akadjemija Nauk Ykrainskoj SSR, Kijew, 1956.
• [21] K.-M. Lee, R. Roth and Z. Zhou, “Dynamic modelling and control of a ball-joint-like variable reluctance spherical motor”, ASME Journal Of Dynamics Systems, Measurements, And Control 118(1), 29–40 (1996).
• [22] Z. Zhouand K.-M. Lee, “Characterization of a three degrees-of-freedom variable-reluctance spherical motor”, J. of Systems Engineering 4, 60–69 (1994) (also presented in Proceedings of Japan-U.S.A. Symposium On Flexible Automation, Kobe, Japan, July 11–18,1994).