对数周期折叠偶极子阵列分析

H. Shnitkin
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引用次数: 2

摘要

推导了折叠式重入偶极子的导纳矩阵,计算了其等效电路,并建立了数学模型。这些结果与相互耦合理论和迭代网络计算相结合,可以得到所有单元的激励系数。因此,这允许对数周期折叠偶极逆火阵列的远场辐射方向图预测,并允许公差分析和优化天线尺寸以获得最佳增益和副瓣。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of log-periodic folded dipole array
The admittance matrix of a reentrant folded dipole is derived, its equivalent circuit is evaluated, and a mathematical model is presented. These results, when combined with mutual coupling theory and an iterative network computation can lead to the evaluation of all element excitation coefficients. This, then, allows far-field radiation pattern predictions of a log-periodic folded dipole backfire array and permits tolerance analysis and optimization of antenna dimensions for best gain and sidelobes.<>
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