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首页> 外文期刊>IEEE Transactions on Microwave Theory and Techniques >An observation on the Sommerfeld-integral representation of the electric dyadic Green's function for layered media
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An observation on the Sommerfeld-integral representation of the electric dyadic Green's function for layered media

机译:关于分层介质电二进格林函数的Sommerfeld积分表示的观察

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The authors discuss the electric dyadic Green's function for layered dielectrics. It is known that for the free-space electric dyadic Green's function, evaluation of the electric field at observation points within the source region requires specification of a principal volume along with the corresponding depolarizing dyad. Special considerations are invoked for layered background media which are appropriate for the electromagnetics of integrated electronics. It is shown that use of the Sommerfeld-integral representation of the electric dyadic Green's function leads to an innate choice for the depolarizing dyad. A corresponding principal volume is subsequently identified; it is demonstrated that there exists an alternative choice for this excluding region which leads to the same depolarizing dyad.
机译:作者讨论了分层介电层的电二元格林函数。已知对于自由空间电二进格林函数,对源区域内观察点处的电场进行评估需要指定主体积以及相应的去极化二元组。对于适用于集成电子设备电磁学的分层背景介质,需要进行特殊考虑。结果表明,使用电动二进力格林函数的Sommerfeld积分表示法会导致去极化二元组的先天选择。随后确定相应的主要体积。已经证明,对于该排除区域,存在导致相同的去极化二元组的替代选择。

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