全部 标题 作者
关键词 摘要

OALib Journal期刊
ISSN: 2333-9721
费用:99美元

查看量下载量

相关文章

更多...

错位螺旋管线圈时谐电磁场的解析式

, PP. 90-94

Keywords: 错位线圈,时谐电磁场,解析式,感应电压

Full-Text   Cite this paper   Add to My Lib

Abstract:

空心螺旋管线圈在工程上有着广泛的应用,在实际的使用中不完全是同轴对称,探讨错位线圈的时谐电磁场解析解有重要的实际意义。首先基于麦克斯韦时谐电磁场方程导出交流的矢量磁位,建立同轴对称螺旋管线圈的电磁场解析表达式,然后通过空间变换得到倾斜错位线圈的电场强度和感应电压表达式,从而得到空间电磁场的分布,并通过数值计算和实验进行了对比验证。所得结论对螺旋管线圈的应用有一定的参考价值。

References

[1]  Peng Chunyan,Zhou Youqing,Gong Wei,et al.New style spiral air core coil current transducer[J].Proceedings of the CSU-EPSA,2009,21(4):53-57.
[2]   刘修泉,曾昭瑞,黄平.空心线圈电感的计算与实验分析[J].工程设计学报,2008,15(3):149-153.
[3]  Liu Xiuquan,Zeng Zhaorui,Huang Ping.Numerical and experimental analysis on performances of coreless coil inductance[J].Journal of Engineering Design,2008,15(3):149-153.
[4]   罗垚,陈柏超,袁佳歆,等.倾斜轴空心矩形截面圆柱线圈互感计算[J].电工技术学报,2012,27(5):132-136.
[5]  Luo Yao,Chen Baichao,Yuan Jiaxin,et al.Mutual inductance calculations of inclined Axial air-core circular coils with rectangular cross-sections[J].Transactions of 〖JP2〗China Electrotechnical Society,2012,27(5):132-136.
[6]   雷银照.用坐标变换方法求解倾斜圆环线圈时谐电磁场的解析解[J].电工技术学报,2010,25(4):15-18.
[7]  Lei Yinzhao.Analytical Solution to time-harmonic electronmagnetic field of tilted circular coil by the coordinate transformation method[J].Transactions of China Electrotechnical Society,2010,25(4):15-18.
[8]   Babic S,Akyel C.Calculating mutual inductance between circular coils with inclined axes in air[J].IEEE Transactions on Magnetics,2008,44(7):1743-1750.
[9]   Pankrac V.Generalization of relations for calculating the mutual inductance of coaxial coils in terms of their applicability to non-coaxial coils[J].IEEE Transactions on Magnetics,2011,47(11):4552-4563.
[10]   Babic S,Sirois F,Akyel C,et al.Mutual inductance calculation between circular filaments arbitrarily positioned in space:alternative to grover〖DK(〗’〖DK)〗s formula[J].IEEE Transactions on Magnetics,2010,46(9):3593-3594.
[11]   Theodoulidis T,Ditchburn R.Mutual impedance of cylindrical coils at an arbitrary position and orientation above a planar conductor[J].IEEE Transactions on Magnetics,2007,43(8):3368-3370.
[12]  Conway J.Noncoaxial inductance calculations without the vector potential for axisymmetric coils and planar coils[J].IEEE Transactions on Magnetics,2008,44(4):453-462.
[13]  Conway J T.Trigonometric integrals for the magnetic field of the coil of rectangular cross-section[J].IEEE Transactions on Magnetics,2006,42(5):1538-1548.
[14]  冯慈璋,马西奎.工程电磁场导论[M].北京:高等教育出版社,2000.
[15]  Watson G N.A Treatise on the Theory of Bessel Functions[M].2nd ed.Cambridge,U.K.:Cambridge University Press,1944.
[16]  Gervois A,Navelet H.Integrals of three Bessel functions and Legendre functions[J].Journal of Mathematical Physics,1985,26(4):633-644.
[17]  Gradshteyn I S,Rhyzik I M.Table of Integrals,Series and Products[M].6th ed.New York:Academic,2000.
[18]  梁昆淼.数学物理方法[M].北京:高等教育出版社,2010.
[19]  马西奎.线圈自感参数的计算[J].低压电器,1990(6):34-36.
[20]  Ma Xikui.Calculation of coil induction parameters[J].Low Voltage Apparatus,1990(6):34-36.
[21]   彭春燕,周有庆,龚伟,等.新型螺旋管空心线圈电流互感器[J].电力系统及其自动化学报,2009,21(4):53-57.

Full-Text

Contact Us

service@oalib.com

QQ:3279437679

WhatsApp +8615387084133