Research on mechanism of eddy current in rail of maglev and optimum design of electromagnet

Fang Liang, Y. He, Lei Zhang
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引用次数: 1

Abstract

Aim: Due to the movement of medium-low speed maglev vehicles, eddy current is generated in the rail, leading to reduced levitation force. This detrimental effect becomes more prominent with increasing velocity. In order to reduce the influence of eddy current effect, the electromagnet is optimized to meet the requirement of vehicle speeding up from 100km/h to 160km/h. Methods: To maintain a constant levitation force, the current must also increase accordingly resulting in higher power consumption and heat generation. In this paper, a mathematical model is established by analytical method, focusing on the mechanism and influencing factors of eddy current. Three-dimensional transient magnetic field magnet model is analyzed by the ANSYS electromagnetic simulation software Maxwell. Results: The levitation force is related to five parameters, such as speed, length of the electromagnet, rail height, rail thickness and air gap. According to the finite element simulation results, when the train speed is 160 km/h, the levitation force of the end electromagnet is reduced by about 21.9 %. The levitation force of optimized electromagnet increases by 27 % under the same current, which can compensate for the drop of levitation force caused by eddy current .The levitation force is 41.4 kN at the speed of 160 km/h, which is slightly larger than the 39.6 kN of the former electromagnet static levitation force, which can meet the requirements. Conclusion: The result confirms that optimization methods proposed above are valid and effective.
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磁悬浮列车轨道涡流机理及电磁铁优化设计研究
目的:由于中低速磁悬浮列车的运动,在轨道内产生涡流,导致悬浮力减小。随着速度的增加,这种有害影响变得更加突出。为了减少涡流效应的影响,对电磁铁进行了优化,以满足车辆从100km/h加速到160km/h的要求。方法:为了保持恒定的悬浮力,电流也必须相应增加,从而导致更高的功耗和热量产生。本文采用解析法建立了涡流的数学模型,重点研究了涡流产生的机理和影响因素。利用ANSYS电磁仿真软件Maxwell对三维瞬态磁场磁体模型进行了分析。结果:悬浮力与速度、电磁铁长度、导轨高度、导轨厚度、气隙等5个参数有关。根据有限元仿真结果,当列车运行速度为160 km/h时,末端电磁铁的悬浮力减小约21.9%。优化后的电磁铁在相同电流下的悬浮力提高了27%,可以弥补涡流造成的悬浮力下降,在160 km/h速度下的悬浮力为41.4 kN,略大于原电磁铁静态悬浮力的39.6 kN,可以满足要求。结论:结果证实了上述优化方法的有效性。
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