首页|基于Comsol Multiphysics的无线电能传输系统匝间短路故障有限元分析方法

基于Comsol Multiphysics的无线电能传输系统匝间短路故障有限元分析方法

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针对实际应用中,无线电能传输系统线圈绝缘损坏造成匝间短路,进而对系统性能造成影响的问题,利用Comsol Multiphysics有限元法建立平面螺旋型无线电能传输系统,参数化短路点,分析发射线圈发生不同匝数短路、不同位置短路时,发射线圈和接收线圈间耦合系数和空间磁场分布的变化.结果表明:随着短路匝数比的增加,线圈的自感、线圈之间的互感会逐步降低,但是发射线圈与接收线圈之间的耦合强度却呈现出增加的趋势,这将导致串-串拓扑结构的无线电能传输系统的输出功率迅速下降;当发射线圈的短路位置从内圈向外圈移动时,耦合强度会先降低后增加,因此串-串拓扑结构的无线电能传输系统的输出功率会先增加后减小.
Finite element analysis method of inter-turn short circuit fault in wireless power transfer system based on Comsol Multiphysics
To address the issue of insulation damage in wireless power transfer system coils,which leads to inter-turn short circuits and affects system performance,a planar spiral wireless power transfer system was established using the finite element method in Comsol Multiphysics.The short-circuit points were parameterized,and the changes in the coupling coefficient between the transmitting and receiving coils,as well as the spatial magnetic field distribution,were analyzed under conditions of different numbers of shorted turns and short-circuit locations in the transmitting coil.Simulation re-sults indicate that as the ratio of short-circuited turns increases,the self-inductance of the coil and mu-tual inductance between coils gradually decrease.However,the coupling strength between the trans-mitting and receiving coils shows an increasing trend,leading to a rapid decline in output power for a series-series topology wireless power transmission system.When the short-circuit position in the transmitting coil moves from the inner turns to the outer turns,the coupling strength initially decrea-ses and then increases,and consequently,the output power of a series-series topology wireless power transmission system first increases and then decreases.

smart gridswireless power transfer systeminter-turn short circuitfinite element anal-ysis

吴宏亮、杨森、万小波、娄建勇

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国能河北定州发电有限责任公司,河北定州 073000

陕西科技大学电气与控制工程学院,西安 710021

西安交通大学电气工程学院,西安 710049

智慧电网 无线电能传输系统 匝间短路 有限元分析

2024

海军工程大学学报
海军工程大学

海军工程大学学报

CSTPCD北大核心
影响因子:0.34
ISSN:1009-3486
年,卷(期):2024.36(6)