用哈伦的方法解决了腔背矩形槽天线的问题

J. Galejs
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引用次数: 3

摘要

用Halh~n迭代法求解了中心电流源激励下槽内电场分布的积分方程,得到了槽内电场纵向变化的积分方程。对于浅至“A/20”的空腔,只要其批长超过“A/2”,则慢速电纳的一阶解与基于变分方法的计算结果一致。对于非常浅的空腔,根据变分解,场在很长的一段时间内迅速衰减,这是不一致的。如果狭槽和腔体长度相等,则可以用一个简单的封闭形式来近似计算感应度。一阶槽电导只有在大约A/2长的槽中才准确,这些槽后面有更深的空腔。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Hallen's method in the problem of a cavity-backed rectangular slot antenna
The integral equation for t he electric fi eld distribut ion in t h e slot which is excited by a current source at its center is solved for t h e longitudinal fi eld variation by Halh~n 's iteration method. The first order solut ion of t he slo t susceptance provides an agreement with computations based on the variat ional method for cavit ie as shallow as "A/20 prov id ed t h e s lot length exceeds "A/2. There is n o agreement for very sha llow cavi t ies, where the fi elds are rapidly attenuated a long t he slot according to t he variational solution . A si mple closed-form a pproximation to t he suscep tance is applicabJe if the slot and the' cavity are of equal lengths. The first-order slot conductance is accurate only for approximately "A/2 long slots which a re backed by deeper cavities ,
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