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Array Failure Correction with Placement of Wide Nulls in the Radiation Pattern of a Linear Array Antenna Using Iterative Fast Fourier Transform

机译:使用迭代快速傅立叶变换在线性阵列天线的辐射方向图上放置宽零点的阵列故障校正

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The iterative Fast Fourier technique to array failure correction with placement of single wide nulls and dual wide nulls while keeping the side lobe level to its minimum value, are presented in this paper. The paper describes the iterative Fourier technique for the synthesis of low-side lobe patterns for linear arrays with uniform element spacing. The method uses the property that for a linear array with uniform element spacing, an inverse Fourier transform relationship exists between the array factor and the element excitations. This property is used in an iterative way to derive the array element excitations from the prescribed array factor. The effectiveness of this method for realizing lower values of side lobe levels and placing the single wide nulls and dual wide nulls at different FFT points will be demonstrated for linear arrays equipped with 34 elements. This demonstration of effectiveness also involves the recovery of the original low-side lobe levels as close as possible, in case of element failures.
机译:本文介绍了一种迭代快速傅里叶技术,该技术通过将单宽零点和双宽零点放置在同时将旁瓣电平保持在最小值的状态下进行阵列故障校正。本文描述了迭代傅里叶技术,用于合成具有均匀元素间距的线性阵列的低边瓣模式。该方法利用的特性是,对于元素间距均匀的线性阵列,阵列因子和元素激励之间存在逆傅立叶变换关系。以迭代方式使用此属性可从指定的阵列系数中得出阵列元素激励。对于配备34个元素的线性阵列,将证明此方法实现较低的旁瓣电平值并将单宽零点和双宽零点放置在不同FFT点的有效性。这种有效性的证明还涉及在元件故障的情况下尽可能接近地恢复原始的低旁瓣电平。

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