References
[1] Neidhoefer G. Early three-phase power. IEEE Power Energ. 2007;5(5):88–102.
[2] Steinmetz CP. Steinmetz on induction-motor discussion in New York. AIEE Trans. February 1898;106–110.
[3] Richter R. Berlin: Verlag von Julius Springer; . Elektrische maschinen. 1924;vol. 1.
[4] Kron G. The generalized theory of electrical machinery. AIEE Trans. April 1930;49:666–683.
[5] Veinott CG. Performance calculation of induction motors. AIEE Trans. 1932;743–755.
[6] Schuisky W. Berechnung elektrischer Maschinen. Wien: Springer-Verlag; 1960.
[7] Bödefeld T, Sequenz H. Elektrische maschinen. Wien: Springer-Verlag; 1962.
[8] Alger PL. The nature of polyphase induction machines. New York: John Wily & Sons, Inc.; 1951.
[9] Fitzgerald AE, Kingsley C, Umans SD. Electric machinery. 5th ed. New York: McGraw-Hill Publishing Company; 1990.
[10] Lyon WV. Transient analysis of alternating current machinery. New York: John Wiley & Sons, Inc.; 1954.
[11] Say MG. Alternating current machines. New York: John Wiley & Sons; 1983.
[12] Match LW, Morgan JD. Electromagnetic and electromechanical machines. 3rd ed. New York: Harper & Row Publishers; 1986.
[13] Chapman SJ. Electric machinery fundamentals. 3rd ed. Boston: McGraw Hill; 1999.
[14] Fuchs EF, Appelbaum J, Khan IA, Höll J, Frank UV. Optimization of induction motor efficiency, vol. 1: three-Phase induction motors. Electric Power Research Institute; 1985 EPRI EL-4152.
[15] Fuchs EF, Huang H, Vandenput AJ, Appelbaum J, Zak Z, Erlicki MS. Optimization of induction motor efficiency, vol. 2: single-phase induction motors. Electric Power Research Institute; 1987 EPRI EL-4152.
[16] Fuchs EF, McNaughton GA. Comparison of first-order finite difference and finite element algorithms for the analysis of magnetic fields, part I: theoretical analysis. IEEE Trans Power App Syst. 1982;PAS-101(5):1170–1180 and Comparison of first-order finite difference and finite element algorithms for the analysis of magnetic fields, part II: numerical results. IEEE Trans Power App Syst 1982;PAS-101(5):1181–201.
[17] Fuchs EF, Chang LH, Appelbaum J. Magnetizing current, iron losses and forces of three-phase induction machines at sinusoidal and nonsinusoidal terminal voltages, part I: analysis. IEEE Trans Power App Syst. 1984;PAS-103(11):3303–3312.
[18] Fuchs EF, Roesler DJ, Chang LH. Magnetizing current, iron losses and forces of three-phase induction machines at sinusoidal and nonsinusoidal terminal voltages, part II: results. IEEE Trans Power App Syst. 1984;PAS-103(11):3313–3326.
[19] Fuchs EF, Poloujadoff M, Neal GW. Starting performance of saturable three-phase induction motors. IEEE Trans Energ Convers. 1988;EC-3(3):624–635.
[20] Leonhard W. Control of electrical drives. Berlin: Springer-Verlag; 1985.
[21] Schraud J. Control of an induction motor by electronically switching its windings with different pole numbers to extend the speed range at constant power. Independent Study University of Colorado, Boulder; May 1999.
[22] Fuchs EF, Schraud J, Fuchs FS. Analysis of critical-speed increase of induction machines via winding reconfiguration with solid-state switches. IEEE Trans Energ Convers. 2008;23(3):774–780.
[23] Schraud J, Fuchs EF, Fuchs HA. Experimental verification of critical-speed increase of induction machines via winding reconfiguration with solid-state switches. IEEE Trans Energ Convers. 2008;23(2):460–465.
[24] Lin D, Fuchs EF, Doyle M. Computer-aided testing program of electrical apparatus supplying nonlinear loads. IEEE Trans Power Syst. 1997;12(1):11–21.
[25] Lin D, Batan T, Fuchs EF, Grady WM. Harmonic losses of single-phase induction motors under nonsinusoidal voltages. IEEE Trans Energ Convers. 1996;11(2):273–286.
[26] Fuchs EF, Lin D. Testing of power planners at the University of Colorado. Final report. Boulder, Colorado February 11, 1996.
[27] Fuchs EF, You Y, Roesler DJ. Modeling, simulation and their validation of three-phase transformers with three legs under DC bias. IEEE Trans Power Deliv. 1999;14(2):443–449.
[28] Fuchs EF, Roesler DJ, Masoum MAS. Are harmonic recommendations according to IEEE and IEC too restrictive? IEEE Trans Power Deliv. 2004;19(4):1775–1786.
[29] Fuchs EF. ECEN 5787, Power quality in power systems and electric machines. Course Notes University of Colorado; 2006.
[30] Heller B, Hamata V. Harmonic field effects in induction machines. Prague: Academia, Publishing House of Czechoslovak Academy of Sciences; 1977.
[31] Verma SP, Balan A. Measurement techniques for vibration and acoustic noise of electrical machines. In: Proceedings of the sixth international conference on electrical machines and drives (Conf. Publ. No. 376); 8–10 Sept. 1993:546–551.
[32] Verma SP, Li W. Measurement of vibrations and radiated acoustic noise of electrical machines. 861–866. Proceedings of the sixth international conference on electrical machines and systems. 9–11 Nov. 2003;vol. 2.
[33] Verma SP, Balan A. Determination of radialforces in relation to noise and vibration problems of squirrel-cage induction motors. IEEE Trans Energ Convers. 1994;9(2):404–412.
[34] Huang H, Fuchs EF, Zak Z, White JC. Optimization of single-phase induction motor design, parts I and II. IEEE Trans Energ Convers. 1988;EC-3(2):349–356 357–366.
[35] Fei R, Fuchs EF, Huang H. Comparison of two optimization techniques as applied to three-phase induction motor design. IEEE Trans Energ Convers. 1989;EC-4:651–660.
[36] Fuchs EF, Lin D, Yildirim D. Test results of prior art permanent-split-capacitor (PSC) motors. Final Report Boulder: University of Colorado; April 20, 1996.
[37] Fuchs EF, Huang H, Vandenput AJ, Höll J, Zak Z, Appelbaum J, et al. Optimization of induction motor efficiency, vol. 2: single-phase induction motors. Palo Alto, California: Publication of the Electric Power Research Institute; May 1987 450 pages, EPRI EL-4152-CCM.
[38] Fuchs EF, Chang LH, Roesler DJ, Appelbaum J. Magnetizing current, iron losses and forces of three-phase induction machines at sinusoidal and nonsinusoidal terminal voltages, parts I and II. IEEE Trans Power App Syst PAS-103(11):3303–3312 and 3313–3326.
[39] Fuchs EF, Roesler DJ, Alashhab FS. Sensitivity of electrical appliances to harmonics and fractional harmonics of the power system’s voltage, part I. IEEE Trans Power Deliv. 1987;TPWRD-2(2):437–444.
[40] Fuchs EF, Roesler DJ, Kovacs KP. Sensitivity of electrical appliances to harmonics and fractional harmonics of the power system’s voltage, part II. IEEE Trans Power Deliv. 1987;TPWRD-2(2):445–453.
[41] de Abreu JPG, Emanuel AE. The need to limit subharmonic injection. 251–253. Proceedings of the 9th international conference on harmonics and quality of power. October 1–4, 2000;vol. I.
[42] Fuller JF, Fuchs EF, Roesler DJ. Influence of harmonics on power system distribution protection. IEEE Trans Power Deliv. 1988;TPWRD-3(2):546–554.
[43] Oberretl K. The field-harmonic theory of the squirrel cage motor taking multiple armature reaction and parallel winding branches into account. Archiv für Elektrotechnik. 1965;49:343–364.
[44] Oberretl K. Field-harmonic theory of slip-ring motor taking multiple armature reactions into account. Proc IEE. 1970;117:1667–1674.
[45] Oberretl K. Influence of parallel winding branches, delta connection, coil pitching, slot opening, and slot skew on the starting torque of squirrel-cage motors. Elektrotech Z. 1965;86A:619–627.
[46] Oberretl K. General field-harmonic theory for three-phase, single-phase and linear motors with squirrel-cage rotor, taking multiple armature reaction and slot openings into account. Archiv für Elektrotechnik. 1993;76: Part I: Theory and method of calculation, pp. 111–120, and Part II: Results and comparison with measurements, pp. 201–212.
[47] Wagner W. Calculation of three-phase induction motors with squirrel-cage, taking multiple armature reaction, slot openings and inter-bar currents into account. Doctoral Dissertation Universität Dortmund; 1986.
[48] Serrano-Iribarnegaray L, Martinez-Roman J. Critical review of the analytical approaches accounting for inter-bar currents and experimental study of aging in two-speed motors for elevator drives. Proc IEE. 2005;152:72–80.
[49] Tenhunen A, Arkio A. Modeling of induction machines with skewed rotor slots. IEE Proc Electr Power Appl. 2001;148:45–50.
[50] Gottkehaskamp R. Nonlinear analysis of induction machines in transient and steady state using finite-element and time-stepping method accounting for solid-iron rotor with squirrel cage. Doctoral Dissertation University of Dortmund; 1992.
[51] Williamson S, Lim LH, Smith AC. Transient analysis of cage-induction motors using finite elements. IEEE Trans Magn. 1990;26:941–944.
[52] Oberretl K. Dependence of rotor bar currents from rotor position in squirrel-cage motors. In: International conference on electrical machines, Athens; Sept. 1980:1761–1767.
[53] Oberretl K. Distribution of currents in squirrel-cage rotors dependent on rotor position. Archiv für Elektrotechnik. 1987;70:217–225.
[54] Oberretl K. Iron losses, flux pulsation and magnetic slot wedges in squirrel-cage motors. Electr Eng. 2000;82:301–311.
[55] Oberretl K. New facts about parasitic torques in squirrel-cage induction motors. Bulletin Oerlikon. (389/390):1969;130–155 in English, French, German.
[56] Oberretl K. Parasitic synchronous torques and oscillations in squirrel-cage induction motors, influence of transients and iron saturation. Archiv für Elektrotechnik. 1994;77: Part I: Steady state, pp. 179–190, and Part II: Rapid running-up, field-dependent permeability, pp. 277–288.
[57] Oberretl K. 13 rules to minimize stray load losses in induction motors. Bulletin Oerlikon. (389/390):1969;1–11 in English, French, German.
[58] Oberretl K. Tooth breakage and tooth forces in asynchronous motors. Electr Eng. 1997;80:309–323.
[59] Frohne H. Über die primären Bestimmungsgrössen der Lautstärke bei Asynchronmotoren. Doctoral Dissertation University of Hannover; 1959.
[60] Jordan H. Geräuscharme Elektromotoren. Girardet, Essen; 1950.
[61] Narolski B. Beiträge zur Berechnung des magnetischen Geräusches bei Asynchronmotoren. Acta Technica CSAV. 1965;156–171.
[62] Üner Z. Über die Ermittlung der Lautstärke des magnetischen Lärms von Drehstrommotoren. Doctoral Dissertation University of Hannover; 1964.
[63] Girgis RS, Verma SP. Resonant frequencies and vibration behavior of electrical machines as affected by teeth, windings, frame and laminations. IEEE Trans PAS. 1979;1446–1455.
[64] Kuhl W. Messungen zu den Theorien der Eigenschwingungen von Kreisringen beliebiger Wandstärke. Akust Zeitschr, Bd. 1942;7:125–152.
[65] Beranek L. Acoustics. New York: McGraw-Hill; 1954.
[66] Ellison AJ, Moore CJ. Calculation of acoustic power radiated by short electric machines. Acustica. 1969;21:10–15.
[67] Zhu ZQ, Howe D. Improved methods for prediction of electromagnetic noise radiated by electrical machines. Proc IEE. 1994;141(2):109–120.
[68] Williamson S, Smith AC. Equivalent circuits for cage induction motors with inter-bar currents. IEEE Proc Electr Power App. 2002;149.
[69] Oberretl K. Losses, torques and magnetic noise in induction motors with static converter supply taking multiple armature reaction and slot openings into account. Electr Power Appl, IET. 2007;1(4):517–531.
[70] Oyegoke BS. Effect of the overhang capacitance on the fast-rising surge distribution in winding of a large motor. IEE Proc Sci Meas Technol. 1999;146(6):299–303.
[71] Kaufhold M, et al. Electrical stress and failure mechanism of the winding insulation in PWM-inverter-fed low-voltage induction motors. IEEE Trans Ind Electron. 2000;47(3):396–402.
[72] Wang J, et al. Insulation fault detection in a PWM controlled induction motor – experimental design and preliminary results. Paper No. 0-7803-6, 2000 IEEE.
[73] Bonnet AH. Analysis of the impact of pulse-width modulated inverter voltage waveforms on AC induction motors. IEEE Trans Ind Appl. 1996;32(2):386–392.
[74] Penrose HW. Electric motor repair for low voltage induction motors in PWM inverter duty environments. Proceedings of electrical insulation and electrical manufacturing and coil winding conference (Cat. No. 97CH36075). pp. 841–848.
[75] Gupta BK. Turn insulation capability of large AC motors, parts 1, 2, 3. IEEE Trans Energ Convers. 1987;EC-2(4):658–665 666–673, 674–679.
[76] Narang A, et al. Measurement and analysis of surge distribution in motor windings. IEEE Trans Energ Convers. 1989;4(1):126–134.
[77] Guardado JL, Cornick KJ. The effects of coil parameters on the distribution of steep-fronted surges in machine windings. IEEE Trans Energ Convers. 1992;7(3):552–556.
[78] Guardado JL, Cornick KJ. A computer model for calculating steep-fronted surge distribution in machine windings. IEEE Trans Energ Convers. 1989;4(1):95–101.
[79] Kinnares V, Jaruwanchai P, Suksawat D, Pothivejkul S. Effect of motor parameter changes on harmonic power loss in PWM fed induction machines. In: IEEE international conference on power electronic and drive system, PEDS ’99; July 1999 Hong Kong.
[80] Smith K, Ran L. A time domain equivalent circuit for the inverter-fed induction motor. In: 9th international conference on electrical machines and drives, No. 486; IEE; Sept. 1999 Pages: 1–5.
[81] Capolino GA, Henao H. A new model for three-phase induction machine diagnosis using a simplified spectral approach. In: Industry applications conference, 2001; 1558–1563. Thirty-sixth IAS annual meeting, conference record of the 2001 IEEE. 30 Sept.–4 Oct. 2001;vol. 3.
[82] Hurst KD, Habetler TG. Sensorless speed measurement using current harmonic spectral estimation in induction machine drives. IEEE Trans Power Electron. 1996;11(1):66–73.
[83] Fruchtenicht S, Pittius E, Seinsch HO. A diagnostic system for three-phase asynchronous machines. In: Fourth international conference on Electrical Machines and Drives; 13–15 Sept. 1989:163–171.
[84] Dorrell DG, Thomson WT, Roach S. Combined effects of static and dynamic eccentricity on airgap flux waves and the application of current monitoring to detect dynamic eccentricity in 3-phase induction motors. In: Seventh international conference on electrical machines and drives; 11–13 Sept. 1995:151–155.
[85] Wolbank TM, Macheiner P, Machl JL, Hauser H. Detection of rotor eccentricity caused air gap asymmetries in inverter fed AC machines based on current step response. 468–473. The fifth international conference on power electronics and drive systems 2003, PEDS 2003. 17–20 Nov. 2003;vol. 1.
[86] Toliyat HA, Arefeen MS, Parlos AG. A method for dynamic simulation of air-gap eccentricity in induction machines. IEEE Trans Ind Appl. 1996;32(4):910–918.
[87] Kral C, Habetler TG, Harley RG. Detection of mechanical imbalances of induction machines without spectral analysis of time-domain signals. IEEE Trans Ind Appl. 2004;40(4):1101–1106.
[88] Zitzelsberger J, Hofmann W. Effects of modified modulation strategies on bearing currents and operational characteristics of AC induction machines. 3025–3030. Industrial electronics society, 2004. IECON 2004. 30th annual conference of IEEE. 2–6 Nov. 2004;vol. 3.
[89] Chen S, Lipo TA, Fitzgerald D. Source of induction motor bearing currents caused by PWM inverters. IEEE Trans Energ Convers. 1996;11(1):25–32.
[90] Smith OJM. Large low-cost single-phase SEMIHEX™ motors. IEEE Trans Energ Convers. 1999;14(4):1353–1358.
[91] Smith OJM. High-efficiency single-phase motor. IEEE Trans Energ Convers. 1992;7(3):560–569.
[92] Barnes ML, Gross CA. Comparison of induction machine equivalent circuit models. In: Proceedings of the twenty-seventh Southeastern symposium on system theory, 1995; 12–14 March 1995:14–17.
[93] Dubey GK. Power semiconductor controlled drives. Englewood Cliffs, New Jersey: Prentice Hall; 1989.
[94] High voltage test techniques. IEC Publication 60060–2.
Power Quality in Power Systems and Electrical Machines
by Mohammad S. Masoum, Ewald Fuchs
Power Quality in Power Systems and Electrical Machines, 2nd Edition