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浅海中运动时谐垂直电偶极子产生的电磁场 被引量:16

EM fields produced by a moving,vertically-directed,time-harmonic dipole in a three-layer medium
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摘要 为了对浅海中的运动舰船所产生的轴频电磁场进行建模,对三层介质中匀速运动的时谐垂直电偶极子在固定场点产生的电磁场这一问题进行了求解.首先求解在三层介质中静止的时谐电偶极子在固定场点产生的电磁场,通过狭义相对论的洛仑兹变换,得出最终的表达式.以浅海环境下低速运动的极低频时谐垂直电偶极子为例,对其在海水中的固定场点产生的电磁场进行了数值计算,通过对比计算,分析得出低速运动的偶极子与静止的偶极子所产生的电磁场相等,以及海水越浅则海底对电磁场的贡献越大等结论.最后通过实验测得的某船模的轴频电场数据,验证了表达式的实用价值. In order to model the shaft-rate EM fields of a moving ship in shallow waters,EM fields were derived by using a fixed field point produced by a moving,vertically-directed,time-harmonic dipole which was located in a three-layer medium.First of all,EM fields at a fixed field point produced by a fixed dipole were derived,and then,based on the basic principle of the special theories of relativity and Lorentz transformation,the final expressions were derived.For example,in considering an extremely low frequency dipole moving slowly in the shallow ocean,the numerical calculations of its EM fields in the medium were carried out.Some valuable conclusions were reached through contrasting the calculation results,including findings on how the EM fields produced by the slowly moving dipole were equal to those produced by the static dipole,and how the shallower seabed produced a greater effect on the EM fields.In the end,the practical value was proven through the experimental data of some ship models.
出处 《哈尔滨工程大学学报》 EI CAS CSCD 北大核心 2010年第12期1580-1586,共7页 Journal of Harbin Engineering University
基金 国防"十一五"装备预研资助项目(51303030505-01)
关键词 舰船 时谐偶极子 麦克斯韦方程 轴频电磁场建模 故障诊断 ship time-harmonic dipole MAXWELL equation shaft-rate EM field modeling fault diagnosis
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  • 1刘胜道.舰船水下电场的测试技术与电偶极子模型研究[D].武汉:海军工程大学研究生院,2002.
  • 2Martin B. Kraichman. Handbook of Electromagnetic propagation in conduction media[M]. Washington D.C. 1976.
  • 3Milton Abramowitz and Irene A. Stegun. Handbook of Mathematical Functions with Formulas, Graphs,and Mathematical Tables [ M] .Washington D. C:NBS, 1966.
  • 4[美]弗伦奇(A·P·French) 著,张大卫.狭义相对论[M]人民教育出版社,1979.
  • 5刘胜道,龚沈光.并矢格林函数法求解海水中电偶极子电场[J].电波科学学报,2002,17(4):373-377. 被引量:14

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