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Algorithm of Linear Induction Motor Control Considering Endeffect of Magnetic Levitation Train Propulsion System.

机译:考虑磁悬浮列车推进系统端部影响的线性感应电动机控制算法。

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This paper proposes a propulsion control algorithm considering End-effect of a linear induction motor (LIM) used in a magnetic levitation train. Indirect field oriented control (IFOC) technique is one of the popular control techniques widely applied to LIM drive control. The main idea of IFOC in a LIM is the decoupling of the flux and torque. Therefore, IFOC has a higher dynamic characteristic than the scalar control [1]. The LIM applied to the magnetic levitation trains should control the thrust force and also take into account the normal force for levitation stabilization. When the LIM is driven, normal force is inevitable. The normal force is a function of the speed, the slip frequency and the current of the train. In the rotary type induction motor, the normal force is canceled due to its symmetrical structure. Therefore, IM could operate in a low slip and high efficiency range. However, in the case of LIM, a high attraction force is generated in a low slip region, which cause the instability of the levitation system. Therefore, the propulsion control for magnetic levitation trains must operate in a higher slip region than the slip used in conventional IFOC. In this paper, the slip characteristics of the LIM are analyzed to improve the efficiency and safety of the magnetic levitation train by FEM analysis. A constant slip frequency propulsion control algorithm is proposed for operation in the analyzed slip region. The proposed algorithm can be controlled by separating magnetic flux and thrust from IFOC. The proposed algorithm is verified in 250 kW test bench. The results of FEM analysis according to speed and slip at constant voltage condition are shown on Fig. 1. The dotted lines of Indirect Field Oriented Control(IFOC) and Constant Slip Indirect Field Oriented Control(CSIFOC) are shown on the figure. The slip of the IFOC is low and that leads to operate near the maximum thrust and efficiency. However, the normal force of LIM is also increase, which could not be allowed in maglev application. On the other hand, when CSIFOC is performed considering normal force, the slip is higher than the conventional algorithm. Although the CSIFOC is not operated in maximum thrust slip, the normal force could be greatly reduced. Fig.2 (a) shows the CSIFOC algorithm considering the end-effect of the linear induction motor. In general IFOC, the d-axis current reference is calculated through the magnetic flux reference value, and the q-axis is calculated based on thrust. However, the CSIFOC for the LIM generates the d-axis and q-axis current references along with the slip frequency and thrust. Fig. 2 (b) shows the waveform of the experimental results based on the general IFOC and the proposed algorithm. Both IFOC and CSIFOC were tested with the same rate pattern of the same load. It is confirmed that CSIVC has larger slip than conventional IFOC and low normal force in all regions. In this paper, a constant slip frequency IFOC algorithm is proposed considering the end effect of LIM used for magnetic levitation trains. The efficiency, thrust and normal force according to the speed and slip through the FEM analysis of the LIM were analyzed and the slip condition suitable for the magnetic levitation train is proposed. In addition, a current reference generation algorithm based on the thrust and slip is proposed in the IFOC considering the end effect to operate under the proposed slip condition. In the full paper, the detailed formulas of the proposed algorithm are developed and will be verified through simulation and experimental results.
机译:提出了一种考虑磁悬浮列车中线性感应电动机(LIM)的末端效应的推进控制算法。间接磁场定向控制(IFOC)技术是广泛应用于LIM驱动控制的流行控制技术之一。 LIM中IFOC的主要思想是磁通和转矩的去耦。因此,IFOC比标量控制[1]具有更高的动态特性。应用于磁悬浮列车的LIM应该控制推力,还应考虑法向力以稳定悬浮。当驱动LIM时,法向力是不可避免的。法向力是速度,滑差频率和列车电流的函数。在旋转式感应电动机中,由于其对称结构而抵消了法向力。因此,IM可以在低转差率和高效率范围内运行。然而,在LIM的情况下,在低滑动区域中产生高吸引力,这引起悬浮系统的不稳定。因此,磁悬浮列车的推进控制必须在比传统IFOC中使用的滑移更高的滑移区域中进行操作。本文通过有限元分析,对LIM的滑移特性进行了分析,以提高磁悬浮列车的效率和安全性。提出了一种恒定滑差频率推进控制算法,用于在所分析的滑差区域中的操作。可以通过从IFOC分离磁通量和推力来控制所提出的算法。该算法在250 kW试验台上得到了验证。在恒定电压条件下,根据速度和滑移进行的有限元分析结果如图1所示。图中间接磁场定向控制(IFOC)和恒定滑动间接磁场定向控制(CSIFOC)的虚线表示。 IFOC的滑移率低,因此可以在最大推力和效率附近运行。但是,LIM的法向力也会增加,这在磁悬浮应用中是不允许的。另一方面,当在考虑法向力的情况下执行CSIFOC时,滑移率高于常规算法。尽管CSIFOC并非以最大推力滑差运行,但可以大大减小法向力。图2(a)显示了考虑线性感应电动机的最终效应的CSIFOC算法。在一般的IFOC中,通过磁通量参考值计算d轴电流参考,并根据推力计算q轴。但是,LIM的CSIFOC会生成d轴和q轴电流参考以及滑差频率和推力。图2(b)显示了基于通用IFOC和所提出算法的实验结果波形。 IFOC和CSIFOC均以相同的速率模式和相同的负载进行了测试。可以确定的是,CSIVC的滑移率比传统的IFOC大,并且在所有区域的法向力均较低。考虑到磁悬浮列车的LIM的端效应,提出了一种恒定滑移频率IFOC算法。通过LIM的有限元分析,根据速度和滑移率对效率,推力和法向力进行了分析,提出了适用于磁悬浮列车的滑移条件。此外,在IFOC中提出了一种基于推力和滑移的当前参考生成算法,其中考虑了在所提出的滑移条件下运行的最终效果。在全文中,提出了该算法的详细公式,并将通过仿真和实验结果进行验证。

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