4 16 SRM J z J z B x B y SRM J. M. Stephenson J. Corda 1 SRM 6 T. J. E. Miller McGilpM Table 1 The basic parameter o

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1 ELECTRI C MCHINES ND CONTROL Vol. 16 No. 2 Feb. 212 PC SRM PC SRM SRM SRM TM X Performance analysis of a switched reluctance motor based on the PC control DING Shu-ye 1 LIU Hao-ran 1 CHU Ji-lun 2 ZHNG Ning 1 ZHOU Yong-qin 1 1. School of Electrical and Electronic Engineering Harbin University of Science and Technology Harbin 158 China troops of Chinese People s Liberation rmy Mile 6523 China bstract iming at 2D finite element calculation of switch reluctance motor considering the effect at the end of the motor in order to improve the precision of the electromagnetic field according to the performance of switched reluctance motor SRM and the structure's characteristics of the system the physical model and the control system are set up. Based on the theory of electromagnetic field electromagnetic field that the angle position control PC controlled of SRM was numerical researched by finite element method. Then the curves of torque phase current and flux linkage and other parameters were obtained and analyzed. Moreover the calculated results were compared with the test data. Rationality of the 2D simulation model which considers the influence of magnetic field at the end of the winding is verified and theoretical basis for research of temperature rise the noise and SRM optimization are provided. Key words switched reluctance motor angle position control finite element method numerical calculation performance analysis Lbh - z

2 4 16 SRM J z J z B x B y SRM J. M. Stephenson J. Corda 1 SRM 6 T. J. E. Miller McGilpM Table 1 The basic parameter of the SRM 7 8 /W 3 /V 514 / r /min / 15 / kw 12 /8 SRM kw 12 /8 SRM Fig. 1 Solving model with asymmetric SRM connection of windings SRM S - S - S - N - N - N - 14

3 2 PC = z L 1a ~ L lc DC l DC 2 13 ( ) ( ) Ω 1 z 1 z = - J x μ x y μ y S 1 z = 1 Ω S 1 μ 11 D 1 D 2 D 3 ( ) W z = v 2 - B2 - J z = dxdy = min z Ω 2 S 1 z = B = 槡 B 2 x B 2 y B x = y B y = x - D 7 D 8 D 9 DC2 S 6 S 5 S switched reluctance motor drive SRD Fig. 2 Main loop circuit of equivalent drive circuit R R B R C SRD SRD VS VS B VS C S = 1 l QT i U = Ri Q d dt 3 Q m N n Q k j j 1. 4 k j k n = 3 r /min Q k j = SRM 4 ~ 7 SRM PC 4 PC θ on = θ off = θ hr = L ~ L C R ~ R C 3 3 R ~ R C V S ~ V SC 2 V ~ V C SRM PC S 1 S 2 S 3 D 12 D 11 D 1 I L 1a R L 2 B D 1 ~ D 12 S 1 ~ S Wb PC - DC 1 D 6 D 5 V Fig. 3 3 D 4 V B I B L 1b R B L B I C L 1c R C L C V C Control voltage circuit PC

4 相磁链 B 相磁链 C 相磁链 ~ ms N m B N m 磁链 /Wb Fig. 4 4 B C The B and C three-phase flux linkages of SRM 5 感应电动势 /V 6C 4C 2C -2C -4C 相 B 相 C 相 -6C /8 5 2 Fig. 5 The three-phase Induced voltages of SRM 2 5 Table 2 The comparison data of the numerical 514 V B calculation and test VC / /% / N m /V B C % % 电流 / 相电流 B 相电流 1 C 相电流 Fig. 6 B C The three-phase current of SRM 转矩 /(N m) Fig. 7 7 The no-load electromagnetic torque of the switched reluctance motor 2 SRM 3

5 2 PC 43 SRM PC - tors J θ on = θ off = 3 SRM Electrotechnical Society MRCO Franke OLIVER Punk MICHEL Brutscheck. Magnetic equivalent circuit modeling of rolling rotor switched reluctance motors J. IEEE Spring Seminar on Electronics Technolo- 4 gy M. CSEE M LI G J OJED J HONG E. Comparative studies between classical and mutually coupled switched reluctance motors using thermal electromagnetic analysis for driving cycles J. IEEE Transactions on magnetics PIYUSH C Desai MHESH Krishnamurthy NIGEL Schofield. Novel switched reluctance Machine configuration with higher number of rotor poles than stator poles concept to implementation J. IEEE Transactions on Industrial Electronics PRBHU V Vasan MHESH K S RENUK C. Simulation of switched reluctance machine for linear and nonlinear model J. IEEE ICCCET STEPHENSON J M CORD J. Computation of torque and current on double Salient reluctance motors with nonlinear magnetization data J. IEE Proc MILLER T J E. Nonlinear theory of the switched reluctance motor for rapid computer - aided design J. IEE Proc J ZHU Jiahui LING Yanping ZHNG Yihuang. Calculation and analysis of the minimum inductance in the switched reluctance mo. Electric Machines and Control J TONG Huai. The method to reduce the order of the state equations of the equivalent model of the SRM J. Transactions of China. J CHNG Guoqiang ZHEN Qionghua BIN Dunxin. direct model of SRD by coupled field circuit J. Proceedings of the 12 XU Longya RUCKSTDTER Eric. Direct modeling of switched reluctance machine by coupled field-circuit method J. IEEE Transactions on Energy Conversion M J ZHN Qionghua WU Ying GUO Wei. nalysis of windings of connection types for switched reluctance motor J. Electric Machines and Control J WNG Xilian WNG Xudong. ngles optimal control of switched reluctance motor J. Electric Machines and Control D. 25.

34 22 f t = f 0 w t + f r t f w θ t = F cos p - ω 0 t - φ 1 2 f r θ t = F cos p - ω 0 t - φ 2 3 p ω 0 F F φ 1 φ 2 t A B s Fig. 1

34 22 f t = f 0 w t + f r t f w θ t = F cos p - ω 0 t - φ 1 2 f r θ t = F cos p - ω 0 t - φ 2 3 p ω 0 F F φ 1 φ 2 t A B s Fig. 1 22 2 2018 2 Electri c Machines and Control Vol. 22 No. 2 Feb. 2018 1 2 3 3 1. 214082 2. 214082 3. 150001 DOI 10. 15938 /j. emc. 2018. 02. 005 TM 301. 4 A 1007-449X 2018 02-0033- 08 Research of permanent