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首页> 外文期刊>International journal of antennas and propagation >A Low Complexity 2D Pattern Synthesis Algorithm for Cylindrical Array
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A Low Complexity 2D Pattern Synthesis Algorithm for Cylindrical Array

机译:圆柱阵列的低复杂度二维图形合成算法

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This paper proposes a 2D pattern synthesis algorithm for cylindrical array. According to the geometric characteristic of cylinder, we can regard a cylindrical array as an equivalent linear array whose elements are identical circular subarrays. Therefore, the beam pattern can be obtained by the product of the array factor of linear array and beam pattern of circular subarray. Then, the 2D beamforming can be realized by two 1D beamforming processes. We can prove that the complex excitation vector of a cylindrical array is the Kronecker product of linear array’s weight vector and circular array’s weight vector. By this algorithm of decomposition and reconstruction, the computational complexity of 2D beamforming could be significantly reduced. Finally, simulation results further illustrate the validity of the proposed method.
机译:本文提出了一种用于圆柱阵列的二维图形合成算法。根据圆柱的几何特性,我们可以将圆柱阵列视为等效线性阵列,其元素是相同的圆形子阵列。因此,光束图案可以通过线性阵列的阵列因子和圆形子阵列的光束图案的乘积获得。然后,可以通过两个一维波束成形过程来实现二维波束成形。我们可以证明圆柱阵列的复数激发矢量是线性阵列的权重向量和圆形阵列的权重向量的Kronecker乘积。通过这种分解和重建算法,可以显着降低2D波束成形的计算复杂度。最后,仿真结果进一步说明了该方法的有效性。

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