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螺线型电感器寄生电容有限元提取简化方法 被引量:6

Simplified Extraction of Stray Capacitance for Spiral Inductor Using Finite Element Method
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摘要 电感器寄生电容对电感器的高频特性与系统的电磁兼容问题有很大的影响。该文对电感器寄生电容的有限元法建模提取方法进行了研究。在分析电感器寄生电容等效模型的基础上,建立了电感器的有限元分析模型,提出并论证了螺线型模型切割比例的选取原则。特别针对模型复杂、匝数较多的电感器结构,提出了基于低阶电容矩阵与高阶电容矩阵近似转换的寄生电容提取的简化方法。近似的原模型高阶电容矩阵可以通过合理有限元简化模型计算出的低阶电容矩阵转化得到,并有效降低了模型计算量。通过实测结果与仿真结果的对比,验证了所提方法的合理性与准确性。 The stray capacitance of inductors has a great influence on the high frequency characteristics of the inductor and electromagnetic compatibility (EMC) problem of system. In this paper, a method for extraction of stray capacitance of inductors using finite element method (FEM) is studied. Based on the analysis of equivalent circuit of stray capacitance of inductors, a FEM model of inductor is proposed and the principle of split proportion selection for the spiral model is put forward and demonstrated. Especially, a new method for approximating transformation of the capacitance matrix from low-order to high-order is proposed for stray capacitance extraction of inductors with complex structure and more turns. Approximation of the high-order capacitance matrix of the original model can be obtained by transforming the low-order capacitance matrix calculated from a proper FEM simplified model, and the amount of calculation of the model is reduced significantly. The rationality and accuracy of this method is verified by comparing simulated result to measurement result.
出处 《中国电机工程学报》 EI CSCD 北大核心 2015年第12期3102-3109,共8页 Proceedings of the CSEE
基金 国家863高技术基金项目(2011AA11A265)~~
关键词 螺线型电感器 寄生电容 简化模型 有限元 spiral inductor stray capacitance simplifiedmodel finite element method (FEM)
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参考文献18

  • 1Naishadham K. Closed-form design formulas for the equivalent circuit characterization of ferrite inductors[J]. IEEE Trans. on Electromagnetic Compatibility, 2011, 53(4): 923-932.
  • 2Lu H Y, Zhu J G, Ramsden V S, et al. Measurement and modeling of stray capacitance in high frequency transformer[C]/flEEE Power Electronics Specialists Conference. Charleston, USA: IEEE, 1999: 763-768.
  • 3Grandi G, Kazimierczuk M K, Massarini A, et al. Model of laminated iron-core inductors for high frequencies[J]. IEEE Trans. on Magnetics, 2004, 40(4): 1839-1845,.
  • 4陈恒林,钱照明.用于电磁干扰分析的共模扼流圈高频模型[J].浙江大学学报(工学版),2007,41(11):1845-1849. 被引量:15
  • 5Massarini A, Kazimierczuk M K. Self-capacitance of inductors[J]. IEEE Trans. on Power Electronics, 1997, 12(4): 671-676.
  • 6GrandiG, KazimierczukMK, MassariniA, etal. Stray capacitances of single-layer solenoid air-core inductors [J]. IEEE Trans. on Industry Applications, 1999, 35(5): 1162-1168.
  • 7Hole M J, Appel L C. Stray capacitance of a two-layer air-cored inductor[J]. IEE Proceedings of Circuits Devices System, 2005, 152(6): 565-562.
  • 8Mosleh M E, Besmi M R. Stray capacitance of a magneto cumulative generator including N-turn, single-layer, solid, and round conductor with insulating coating[J]. IEEE Trans. on Plasma Science, 2011, 39(10): 1990-1997.
  • 9Kovacic M, Hanic Z, Stipetic S, et al. Analytical wideband model of a common-mode choke[J]. IEEE Trans. on Power Electronics, 2012, 27(7): 3173-7185.
  • 10Biela J, Kolar J W. Using transformer parasitics for resonant converters., a review of the calculation of the stray capacitance of transformers[J]. IEEE Trans. on Industry Application, 2008, 44(1): 223-233.

二级参考文献38

  • 1袁义生.电感器分布电容的建模[J].华东交通大学学报,2006,23(5):90-93. 被引量:11
  • 2凌跃胜,赵争菡,李奇男,李永建.高频变压器动态电容的数值计算[J].华北电力大学学报(自然科学版),2005,32(B12):87-90. 被引量:3
  • 3陈恒林,陈玮,冯利民,钱照明.基于阻抗测量的共模扼流圈高频建模[J].电工技术学报,2007,22(4):8-12. 被引量:34
  • 4Philip Fosu Okyere, Ernst Habiger. A novel physically-based PSPICE compatible model for CM chokes[C]. IEEE Proceedings of International Symposium on Electromagnetic Compatibility,1999(18P201): 33-36.
  • 5Marian K Kazimieczuk, Giuseppe Sancineto, Gabriele Grandi, et al. High-frequency small-signal model of ferrite core inductors[J]. IEEE Trans. on Magnetics, 1999, 35(5): 4185-4191.
  • 6Grandi G, Kazimierczk M K, Massarini A, et al. Stray capacitance of single-layer air-core inductors for high-frequency application[C]. Proc. of IEEE Industry Application, 1996, 3: 1384-1388.
  • 7Gabriele Grandi, Marian K Kazimierczuk, Antonio Massarini, et al. Stray capacitances of single-layer solenoid air-core inductors[J]. IEEE Trans. on Industry Application, 1999, 35(5): 1162-1168.
  • 8Antonio Massarini, Marian K Kazimierczuk Self-capacitance of inductors[J]. IEEE Trans. on Power Electronics, 1997, 12(4): 671-676.
  • 9Bartoli M, Reatti A, Kazimierczuk M K. Modeling iron-power inductors at high frequencys[C]. Conference Record of the 1994 Industry Applications Conference, 29 IAS Anuual Meeting, 1994: 1225-1232.
  • 10Lu H Y, Zhu J G, Ramsden V S, et al. Measurement and modeling of stray capacitance in high frequency transformer[C]. Proc. of IEEE PESC'99, 1999: 763-768.

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