基于Tschebyscheff多项式的8元自适应天线阵列合成及其算法实现

U.V. Buch, S. Sharma
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引用次数: 1

摘要

在与天线分析相反的过程中,我们在这里尝试列举各种方法,这些方法可用于根据给定的辐射方向图确定输入分布。这可以通过源幅度或相位控制和控制元件间距来实现。此外,我们希望在元素间距减少的情况下也能对性能增强有所了解。当为了保持固定的孔径时,我们有时不得不把天线元件放在彼此接近的一半波长。令人惊讶的是,即使在减少间距和某种分布的情况下,数组的表现也很好。工程师对超指令阵列的渴望迫使研究人员研究各种多项式分布。本文讨论的是最适合超指令或超增益设计的Tschebyscheff多项式方法。该方法吸收了由于单元空间缩小而产生的大部分问题,因此在设计具有良好指向性的天线时非常有用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
8 Element Adaptive Antenna Array Synthesis with Tschebyscheff Polynomials and Algorithmic Implementation
In a reverse process to antenna analysis we have tried here to enumerate various methods that can be used to determine input distribution based on given radiation pattern. This can be done either by source amplitude or phase control and controlling element spacing. Further we wish to throw some light on performance enhancement even when element spacing is reduced. When in order to keep fix aperture we sometimes have to put the antenna elements close to each other than half wavelength. It is surprising to note that even in reduced spacing with some kind of distribution the array behaves well. The craving desire of engineers to go for super directive array forces researchers to study various polynomial distributions. We are discussing here Tschebyscheff polynomial method which is quite optimum for super directive or super gain design. This method absorbs most problems due to element space reduction and hence is very much useful when we wish to design antenna that will give good directivity.
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