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Generalisation of genetic algorithm and fast Fourier transform for synthesising unequally spaced linear array shaped pattern including coupling effects

机译:遗传算法和快速傅里叶变换的一般化,用于合成不等距线性阵列形状的耦合效应

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摘要

Antenna arrays with shaped patterns have drawn significant attention for their wide applications in radar, sonar and communication systems. The combination of genetic algorithm (GA) and fast Fourier transform (FFT) has been used to synthesise shaped pattern of antenna array's factor without considering coupling effects. In this work, the GA-FFT method is generalised by integrating with a new virtual active element pattern (AEP) expansion method which approximates each AEP as the radiation pattern by exciting several equally spaced virtual elements surrounding the real element position. The generalised GA-FFT can be applied for the shaped pattern synthesis of unequally spaced linear arrays including mutual coupling and platform effect. Several synthesis examples with different pattern shapes and different antenna structures are given to demonstrate the effectiveness, accuracy and robustness of the proposed method.
机译:具有成形图案的天线阵列因其在雷达,声纳和通信系统中的广泛应用而引起了广泛的关注。遗传算法(GA)和快速傅里叶变换(FFT)的组合已用于综合考虑天线耦合因子的成形图案而无需考虑耦合效应。在这项工作中,GA-FFT方法是通过与新的虚拟有源元件图样(AEP)扩展方法集成而实现的,该方法通过激发围绕实际元素位置的几个等距虚拟元素来将每个AEP近似为辐射图。广义GA-FFT可用于不等距线性阵列的形状模式合成,包括相互耦合和平台效应。给出了几种具有不同图案形状和天线结构的综合实例,以证明所提方法的有效性,准确性和鲁棒性。

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