Apparent power of three-phase power system in nonsinusoidal mode and energy effectiveness of shunt active filters
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Abstract
The formula for apparent power of three-phase power system was derived, which takes into account the ratio of the resistances of the power cable. Conditions to achieve unity power factor in a three-wire and four-wire three-phase power system were obtained. It is proved that shunt active filter of three-phase four power system using proportional-vector formation of line currents with partial attenuation of the zero-sequence component in accordance to the parameters of the power cable provides unity power factor and minimum energy losses.
Reference 12, figure 1.
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References
Akagi H., Kanazawa Y., Nabai A. (1983), “Generalized theory of the instantaneous reactive power in three-phase circuits”. Proceeding of IPE’83 Conf. –Pp. 1375-1386.
Akagi H., Watanabe E.H., Aredes M. (2007), “Instantaneous power theory and its applications to pow-er conditioning”. Piscataway, NJ: IEEE Press. 379 p.
Peng F. Z., Lai J. S. (1996), “Generalized instantaneous reactive power theory of three-phase power systems”. IEEE Trans. Instrum. Meas. Vol. 45. No.1. – Pр. 293-297.
Kim H.S., Akagi H. (1999), “The instantaneous power theory on the rotating p-q-r reference frames”. Proceeding of PEDS’99 Conf. Pp. 422 – 427.
Zhemerov G.G., Ylyna O.V. (2004), “Fryze’s power theory and contemporary power theories”. Elec-tronics and Electromechanics. No 6. Pp. 63 - 65. (Rus).
Sirotin Iu. A. (2004), “Instantaneous vector power and energy modes of three-phase circuits”. Tekhnіchna elektrodynamіka. No 6. Pp. 57 - 65. (Rus).
Majewski O.A. (1978), “Energy characteristics of switch converters”. M.: Energy. 320 p. (Rus).
Lurie L.S. (1951), “Apparent power of three-phase system”. Electricity. No 1. Pp. 47-53. (Rus).
Fryze S. (1931), “Active, reactive and apparent power in circuits with non-sinusoidal voltage and cur-rent”. Przeglad Elektrotechniczny. No 7-8. Pp. 193 - 203.
Montano J.-C., Salmeron P., Thomas J.P. (2005), “Analysis of power losses for instantaneous com-pensation of three-phase four-wire systems”. IEEE Trans. on Power Electronics. Vol. 20. No. 4. Pp. 901–907.
Polishchuk S.Y., Artemenko M.Yu., Mykhalskyi V.M., Batrak L.M., Shapoval I. A. (2013), "Shunt active filter control strategy with partial decrease of zero-sequence component in three-phase four-wire sys-tem“. Tekhnichna elektrodynamika. no.3. pp. 12-19. (Ukr).
Artemenko M.Yu., Batrak L.M. (2013), "Comparison of control strategies for shunt active filters of three-phase four-wire system“. Proceeding of IV ISTC Signal transformation and non gauss process-es. Pp. 34 - 36. (Ukr).