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Optimizing the radiation pattern of sparse periodic two-dimensional arrays

机译:优化稀疏周期二维阵列的辐射方向图

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A method for reducing the number of elements in a 2-D array while minimizing degradation of the beam forming properties is described. The method relies on selecting a different arrangement of elements when the array is transmitting energy and when the array is receiving energy. The transmit and receive aperture functions are chosen to minimize the difference between the effective aperture of the sparse array and the effective aperture of a desired dense array. In a companion paper [see ibid vol. 43, pp. 7-14, 1996], the design of sparse linear arrays using the effective aperture method was described. Here, we extend this method to the design of 2-D arrays. Comparisons of the radiation patterns of a dense 2-D array and sparse 2-D arrays with random and periodic element spacing are given. Using the effective aperture method, we show that the number of elements in a 64/spl times/64 2-D array can be reduced by more than six times, and the elements in a 128/spl times/128 array can be reduced by more than 12 times, with little effect on the beam forming properties of the arrays.
机译:描述了一种用于减少2-D阵列中的元件的数量同时最小化波束形成特性的劣化的方法。该方法依赖于当阵列正在发射能量时以及当阵列正在接收能量时选择元件的不同布置。选择发射和接收孔径函数以最小化稀疏阵列的有效孔径与所需密集阵列的有效孔径之间的差异。在同伴论文中[见同上。 [J.Am.Chem.Soc。,第43卷,第7-14页,1996],描述了使用有效孔径方法设计稀疏线性阵列。在这里,我们将此方法扩展到二维数组的设计。给出了密集二维阵列和稀疏二维阵列具有随机和周期性元素间距的辐射图的比较。使用有效孔径方法,我们显示64 / spl次/ 64 2-D阵列中的元素数量可以减少六倍以上,而128 / spl次/ 128阵列中的元素数量可以减少六倍。超过12次,对阵列的波束形成特性影响很小。

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