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An Alternative Semianalytical/Analytical Solution to Field-to-Wire Coupling in an Electrically Large Cavity

机译:电大腔体中场-线耦合的另一种半解析/解析解决方案

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In this paper, we propose an alternative semianalytical solution to problems of field-to-wire coupling in an electrically large cavity employing a different method of derivation. This model is based on transmission-line (TL) theory and the plane wave integral representation for the fields as well as the statistical properties of the fields in a well-stirred reverberation chamber. Compared to an earlier semianalytical solution which is a sum of double integrals over the length and/or the height of the TL, this solution is also a sum of double integrals but over the solid angle. In the earlier one, some terms were neglected due to a simplification, whereas the solution proposed here is a complete one without neglecting any terms. However, when the neglected terms are included in the earlier one, these two solutions are equivalent to each other. Furthermore, directly from this semianalytical solution, we also derive a closed-form solution under some reasonable approximations. Although the solutions are derived for the single-wire configuration, they can be converted to that for the double-wire configuration as well. The results obtained by the aforementioned methods and the other methods are compared with each other in several numerical examples.
机译:在本文中,我们针对采用不同推导方法的大电腔中场-线耦合问题提出了另一种半解析方法。该模型基于传输线(TL)理论和场的平面波积分表示以及在搅拌良好的混响室内的场的统计特性。与较早的半解析解决方案相比,该解决方案是在TL的长度和/或高度上的双积分之和,该解决方案也是双积分但在立体角上的双积分之和。在较早的版本中,由于简化而忽略了某些术语,而此处提出的解决方案是不忽略任何术语的完整解决方案。但是,当被忽略的术语包含在较早的术语中时,这两种解决方案彼此等效。此外,直接从这种半解析解中,我们还可以得出一些合理近似值下的闭式解。尽管解决方案是针对单线配置而派生的,但也可以将其转换为双线配置。在几个数值示例中,将通过上述方法和其他方法获得的结果进行了比较。

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