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Real-Number and Binary Multi-Objective Particle Swarm Optimizations: Aperiodic Antenna Array Designs

机译:实数和二进制多目标粒子群优化:非周期性天线阵列设计

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The goal of this paper is to investigate the relationship between different design criteria for aperiodic antenna arrays (the peak sidelobe level, the beamwidth and the element number) using multi-objective particle swarm optimizations (MOPSO). An important feature of aperiodic antenna arrays is that they have a lower peak sidelobe level (SLL) than conventional periodic antenna arrays, if all the elements are uniformly excited. This is achieved by eliminating the periodicity in the array factor. Starting from an iV-element periodic array with a uniform element spacing d, we may keep N and randomize the element locations to form a non-uniform array, or keep d and randomly turn off some elements to form a thinned array. In either case the peak SLL varies with the array configuration in a very nonlinear manner, and a low SLL design can be achieved by applying statistical density tapering [1] or iterative design methodologies [2].
机译:本文的目标是使用多目标粒子群优化(MOPSO)来研究对非周期性天线阵列(峰值侧瓣级,波束宽度和元件数)不同设计标准之间的关系。非周期性天线阵列的一个重要特征是它们具有比传统的周期天线阵列的较低峰值旁峰级(SLL),如果所有元件都是均匀的激励。这是通过消除阵列因子中的周期性来实现的。从具有均匀元素间隔d的IV元素周期性阵列开始,我们可以保留n并随机化元件位置以形成非均匀阵列,或者保持D并随机关闭一些元素以形成变薄阵列。在任一种情况下,峰值SLL以非常非线性的方式随着阵列配置而变化,并且通过施加统计密度锥度[1]或迭代设计方法[2],可以实现低SLL设计[2]。

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