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ICPT中线圈绕制方法对耦合系数影响研究 被引量:1

Research on Influence of Coil Winding Method on Coupling Coefficient of ICPT
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摘要 耦合系数是影响感应耦合式电能传输(ICPT)系统工作效率的关键参数,一般变压器仿真时都采用铜排结构来代替实际线圈绕组以简化模型,忽略了线圈绕制方法对耦合系数的影响。分析讨论了近似仿真结构的垂直绕制法和均匀分布的三角斜绕法两种线圈绕制方法,并在此基础上研究了三角斜绕法中线圈正绕、反绕、线圈翻转等不同绕制方法组合时对系统耦合系数的影响。通过理论分析和仿真不同组合下的变压器耦合系数变化情况,得出在线圈匝数、覆盖面积不变的情况下,线圈初次级采取正绕与反绕相结合的绕制方法能够得到最大的耦合系数。实验结果验证了理论分析的正确性,令线圈结构得到了优化。 Coupling coefficient is the main factor affecting efficiency of inductive coupled power transfer (ICPT) system.Generally,copper sheet is used instead of coil with real structure in simulation of ICPT which ignores the effect of the coil winding method of coupling coefficient.Two types of winding methods are discussed, one is the vertical winding method which is similar to the simulation structure, and another one is tilt winding method which makes coil distribute evenly alone core.Furthermore,relationships between coupling coefficient and the combinations of clockwise winding coils,counterclockwise winding coils and rotated winding coils are researched.Conclusion that the combination of clockwise winding and counterclockwise winding coils can get the maximum coupling coefficient is given out by theoretical analysis and simulations.Experiments result are processed to verify the effectiveness of the optimized coils.
机构地区 浙江大学
出处 《电力电子技术》 CSCD 北大核心 2015年第10期16-19,共4页 Power Electronics
关键词 电能传输 耦合系数 垂直绕制法 三角斜绕法 power transfer coupling coefficient vertical winding method tilt winding method
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  • 1M Budhia,G A Covic,J T Boys.A New IPT Magnetic Coupler for Electric Vehicle Charging Systems [A].IE- CON 2010-36th Annual Conference on IEEE Industrial Electronics Society[C].2010 : 2487-2492.
  • 2P Nagatsuka, N Ehara, Y Kaneko, et al.Compact Contac- tless Power Transfer System for Electric Vehicles[A].In- ternational Power Electronics Conference [C].2010 : 807 - 813.
  • 3Changbyung Park, Sungwoo Lee, Gyu Hyeong Cho, et al. Innovative 5 m-off-Distanee Inductive Power Transfer Systems With Optimally Shaped Dipole Coils [J].IEEE Trans. on Power Electronics, 2015,30(2) : 817-827.

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