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Synthesis of sparse planar array using modified Bayesian Optimization Algorithm

机译:改进贝叶斯优化算法合成稀疏平面阵列

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Controlling the position of elements in sparse planar array would be the hardest work in the synthesis procedure since the array has to satisfy multiple design constraints e.g. number of elements, elements spacing and arrays aperture. In this paper, a simple method is implemented to effectively control 2-D sparse array. The approach implements two sets of data to separately manage the x- and y-coordinate of each element in the array. The array is then synthesized as an optimization problem using the recently improved version of Bayesian Optimization Algorithm. As a proof of concept, the results of a 108 element sparse planar array are here presented and discussed.
机译:控制稀疏平面阵列中元素的位置将是合成过程中最困难的工作,因为阵列必须满足多个设计约束,例如:元素数量,元素间距和阵列孔径。本文提出了一种有效控制二维稀疏阵列的简单方法。该方法实现了两组数据,以分别管理数组中每个元素的x和y坐标。然后使用最近改进的贝叶斯优化算法版本将阵列作为优化问题进行合成。作为概念的证明,此处介绍并讨论了108个元素稀疏平面阵列的结果。

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