Identyfikatory
Warianty tytułu
Języki publikacji
Abstrakty
In the paper an algorithm and computer code for the identification of the hysteresis parameters of the Jiles-Atherton model have been presented. For the identification the particle swarm optimization method (PSO) has been applied. In the optimization procedure five design variables has been assumed. The computer code has been elaborated using Delphi environment. Three types of material have been examined. The results of optimization have been compared to experimental ones. Selected results of the calculation for different material are presented and discussed. A novel vector operated one-cycle control matrix rectifier (OCC-MR) is proposed in this paper. Matrix rectifier (MR) is a generalized buck three-phase AC-DC converter with four-quadrant operation capability. MR can also be the front-stage circuit of AC-DC-AC equivalent structure of MC. One-cycle control (OCC) is a nonlinear control technique, which integrates modulation algorithm and control strategy. By applying OCC to current control loop, the OCC-MR achieves balance only in a switching cycle,and realizes unitary input power factor. Furthermore, vector operation of OCC results In minimum switching losses. In order to make up for the insufficiency of OCC on load disturbance suppression, a PID controller is added onto output voltage control to improve load regulation. The OCC-MR features great simplicity, fast dynamic response and good immunity on input disturbance. On the basis of theoretical analysis, a systematic simulation of OCC-MR is implemented by means of Matlab/Simulink. Both static state performance and dynamic state performance of OCC-MR are discussed deeply. The simulation results have proved theoretical analysis of the vector operation of OCC-MR, and the control effects are satisfactory.
Czasopismo
Rocznik
Tom
Strony
149--164
Opis fizyczny
Bibliogr. 29 poz., tab., rys.
Twórcy
autor
autor
autor
- No.800, DongChuan Road, MinHang District, Shanghai, P. R. China, 200240 Shanghai Jiao Tong University, yangxinghua2004@126.com
Bibliografia
- [1] Holmes D.J., Lipo T.A., Implementation of a Controlled Rectifier Using AC-AC Matrix Converter Theory. IEEE Trans. on Power Electronics 7(1): 240-249 (1992).
- [2] Ejea J.B., Sanchis-Kilders E., Carrasco J.A. et al., Implementation of bi-directional AC-DC matrix converter. IEE Electronics Letters 38(16): 933-934 (2002).
- [3] Czerwinski C.S., Control of a DC matrix converter. United State Patent, P-6058028 (2000).
- [4] Yang X.J., Gong Y.M., Investigations on Modular Three Phase-to-Single Phase Matrix Conversion Technique. Power Electronics 36(5): 28-31 (2002) (in Chinese).
- [5] Alesina A., Venturini M.G.B., Analysis and Design of Optimum-Amplitude Nine-Switch Direct AC-AC Converters. IEEE Trans. On Power Electronics 4(1): 101-112 (1989).
- [6] Yang X.J., Ye P.S., Cai W., Gong Y.M., Investigation on Switching Function Algorithm and Current SVM Algorithm of Matrix Rectifier. Proceedings of the CSEE 26(24): 43-49 (2006) (in Chinese).
- [7] Ishiguro A., Furuhashi T., A novel control method for forced commutated cycloconverters using instantaneous values of input line-to-line voltages. IEEE Trans. On Industrial Electronics 38(3): 166- 172 (1991).
- [8] Wang L., Chen X.Y., Xu D.G., Research on closed-loop control for matrix converter based on double line-to-line voltages synthesis. Proceedings of the CSEE 22(1): 74-79 (2002) (in Chinese).
- [9] Liu H.C., Chen X.Y., Feng Y. et al. A research on common-mode voltage for matrix Converter based on two line voltage synthesis. Proceedings of the CSEE 24(12): 182-186 (2004) (in Chinese).
- [10] Fang G., Iravani M.R.. Dynamic Model of a Space Vector Modulated Matrix Converter. IEEE Trans. on Power Delivery 22(3): 1696-1705 (2007).
- [11] Chiang P., Blaabjerg L.F. et al. Pulsewidth Modulation of Neutral Point Clamped Indirect Matrix Converter. IEEE Trans. on Industry Applications 44(6): 1805-1814 (2008).
- [12] Bradaschia F., Cavalcanti M.C. et al. A Modulation Technique to Reduce Switching Losses in Matrix Converters. IEEE Trans. On Industrial Electronics 56(4): 1186-1195 (2009).
- [13] Muller S., Ammann U. et al. New time-discrete modulation scheme for matrix converters. IEEE Trans. on Industrial Electronics 52(6): 1607-1615 (2005).
- [14] Sangshin K., Toliyat H.A., Development of modulation strategy for two-phase AC-AC matrix converters. IEEE Trans. on Energy Conversion 20(2): 493-494 (2005).
- [15] Klumpner C., Blaabjerg F., Modulation method for a multiple drive system based on a two-stage direct power conversion topology with reduced input current ripple. IEEE Trans. on Power Electronics 20(4): 922-929 (2005).
- [16] Klumpner C., Blaabjerg F. et al. New modulation method for matrix converters. IEEE Trans. On Industry Applications 42(3): 797-806 (2006).
- [17] Yoon Y.D., Sul S.K., Carrier-Based Modulation Technique for Matrix Converter. IEEE Trans. On Power Electronics 21(6): 1691-1703 (2006).
- [18] Bina M.T., Generalised direct positioning approach for multilevel space vector modulation: theory and DSP-implementation. Electric Power Applications, IET 1(6): 915-925 (2007).
- [19] Smedley K.M., Ćuk S., One cycle control of switching converter. IEEE Trans. On Power Electronics 10(6): 888-896 (1995).
- [20] Chen G.Z., Smedley K.M., Steady-State and dynamic study of one-cycle-controlled three-phase power-factor correction. IEEE Trans. On Industrial Electronics 52(2): 355-362 (2005).
- [21] Ghodke D.V., Sreeraj E.S., Chatterjee K., et al. One-Cycle-Controlled Bidirectional AC-to-DC Converter With Constant Power Factor. IEEE Trans. On Industrial Electronics 56(5): 1499-1510 (2009).
- [22] Chen Y., Smedley K.M., One-Cycle-Controlled Three-Phase Grid-Connected Inverters and Their Parallel Operation. IEEE Trans. On Industry Applications 44(2): 663-671 (2008).
- [23] Qiao C.M., Smedley K.M., A general three-phase PFC controller for rectifiers with a parallelconnected dual boost topology. IEEE Trans. On Power Electronics 17(6): 925-934 (2002).
- [24] Qiao C.M., Smedley K.M., A general three-phase PFC controller for rectifiers with a series-connected dual-boost topology. IEEE Trans. On Industry Applications 38(1): 137-148 (2002).
- [25] Yang C., Smedley K.M., Parallel Operation of One-Cycle Controlled Three-Phase PFC Rectifiers. IEEE Trans. On Industrial Electronics 54(6): 3217-3224 (2007).
- [26] Qiao C.M., Smedley K.M., Three-phase unity-power-factor star-connected switch (VIENNA) rectifier with unified constant-frequency integration control. IEEE Trans. On Power Electronics 18(4): 952-957 (2003).
- [27] Jin T.T., Li L.H., Smedley K.M., A Universal Vector Controller for Four-Quadrant Three-Phase Power Converters. IEEE Trans. On Circuits and Systems I: Regular Papers 54(2): 377-390 (2007).
- [28] Wheeler P., Grant D., Optimised Input Filter Design and Low-Loss Switching Techniques for a Practical Matrix Converter. IEE Electric Power Applications 144(1): 53-60 (1977).
- [29] Kume T., Yamada K., Higuchi T. et al., Integrated Filters and Their Combined Effects in Matrix Converter. IEEE Trans. On Industry Applications 43(2): 571-581 (2007).
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-article-BPS4-0002-0090