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A Numerical Mixed Optimization Algorithm for Array Pattern Synthesis

机译:阵列模式合成的数值混合优化算法

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The problem of array pattern synthesis with desired shapes has received much attention over years. A numerical pattern synthesis algorithm is presented. The new algorithm combines adaptive array principle with Genetic technique and a mixed two-step optimization approach is formulated. The first step is based on adaptive theory and the elements of the given array are supposed as the elements of an adaptive array. The sidelobes are controlled by assigning a number of interfering signal throughout the sidelobe region. An initial weight coefficients or pattern is obtained after several iterations and a new desired pattern is constructed. Then an error energy function (objective function) based on the difference between estimated pattern and the desired pattern is introduced. A simple Genetic algorithm is used to optimize the pattern by minimizing the error energy function. The effectiveness of the algorithm is demonstrated on an example of a doublecircular array. Design results are given in details and show very good performance. For a given array, this technique allows one to attain a set of weight coefficients that shape the array with designed main beam in a given directions and lower sidelobes. The algorithm may search for optimization attainable patterns for the specific elements if the desired pattern cannot be found.
机译:随着年多年来,具有所需形状的阵列模式合成的问题受到了很多关注。提出了数值模式合成算法。新算法将自适应阵列原理与遗传技术相结合,并配制了混合的两步优化方法。第一步是基于自适应理论,并且给定阵列的元素被认为是自适应阵列的元素。通过在整个Sidelobe区域分配许多干扰信号来控制侧面。在几次迭代之后获得初始重量系数或图案,并且构造了新的期望图案。然后,引入了基于估计图案与所需图案之间的差异的误差能量函数(目标函数)。简单的遗传算法用于通过最小化误差能量函数来优化模式。算法的有效性在双指阵列的示例上进行了说明。设计结果详细介绍,表现出很好的性能。对于给定的阵列,该技术允许人们获得一组重量系数,该重量系数将阵列形状,其在给定的方向和下侧链中具有设计的主光束。如果找不到所需图案,则该算法可以搜索特定元件的优化可达到的模式。

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