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Topological shape gradient and Level-Set method for optimizing planar antennas

机译:优化平面天线的拓扑形状梯度和水平集方法

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We present an inverse algorithm based on Level Set method and topological shape gradient for optimizing the shape of planar antenna structure or arrays from imposed constraints (e.g. desired or imposed radiation patterns, gain or directivity) or for reconstructing the shape from measurements. The forward problem is solved using an integral formulation of the EM problem with finite element discretization. The topological shape gradient is computed based on a topological deformation and fast linear system transformation algorithm. Different configurations of antenna arrays are studied for investigating the performance of the inverse algorithm and optimization procedure.
机译:我们提出了一种基于水平集方法和拓扑形状梯度的逆算法,用于根据施加的约束(例如所需或施加的辐射图,增益或方向性)来优化平面天线结构或阵列的形状,或者根据测量结果来重建形状。使用具有有限元离散化的EM问题的积分公式可以解决前向问题。基于拓扑变形和快速线性系统变换算法来计算拓扑形状梯度。研究了天线阵列的不同配置,以研究逆算法和优化程序的性能。

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