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Optimizing the radiation pattern of sparse periodic linear arrays

机译:优化稀疏周期线性阵列的辐射方向图

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We have developed a method for designing sparse periodic arrays.nGrating lobes in the two-way radiation pattern are avoided by usingndifferent element spacings on transmission and reception. The transmitnand receive aperture functions are selected such that the convolution ofnthe aperture functions produces a desired effective aperture. A desiredneffective aperture is simply an aperture with an appropriate width,nelement spacing, and shape such that the Fourier transform of thisnfunction gives the desired two-way radiation pattern. If a syntheticnaperture approach is used, an exact solution to the problem is possible.nHowever, for conventional imaging, often only an approximation of thendesired effective aperture can be found. Different strategies fornobtaining these approximate solutions are described. The radiationnpattern of a sparse array designed using the effective aperture conceptnis compared experimentally with the radiation patterns of a dense array,nand sparse arrays with periodic and random element spacing. We show thatnthe number of elements in a 128-element linear array can be reduced bynat least four times with little degradation of the beam formingnproperties of the array
机译:我们已经开发出一种设计稀疏周期阵列的方法。通过在发射和接收中使用不同的元素间距,可以避免双向辐射方向图中的n光栅瓣。选择发射和接收孔径函数,使得孔径函数的卷积产生期望的有效孔径。所需的有效孔径只是具有适当宽度,元素间距和形状的孔径,以使该函数的傅立叶变换给出所需的双向辐射图。如果使用合成孔径方法,则可以解决该问题。n然而,对于常规成像,通常只能找到所需有效孔径的近似值。描述了获得这些近似解的不同策略。实验上将使用有效孔径概念设计的稀疏阵列的辐射图与密集阵列,具有周期性和随机元素间距的稀疏阵列的辐射图进行了比较。我们表明,在128个元素的线性阵列中,元素的数量可以减少至少四倍,而波束形成的性能几乎没有下降。

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