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On Space Mapping Optimization with Coarsely-Discretized EM Coarse Models

机译:在粗型离散型EM粗型号的空间映射优化

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Coarse model is a critical component of the space mapping (SM) optimization algorithm. It should be fast and reasonably accurate. A popular choice of the coarse model is an equivalent circuit. Circuit models are computationally cheap but they are not always accurate, and in many cases (e.g., antennas) they are not available. Coarsely-discretized EM models are available for all structures, they are reliable, but typically too expensive to be efficiently used in SM algorithms. Here, a study of SM algorithms with coarsely-discretized EM coarse models is presented. In particular, new and efficient parameter extraction and surrogate optimization schemes are proposed that make the use of coarsely-discretized EM models feasible for SM algorithms. Robustness of our approach is demonstrated through the design of two microstrip filters and a double annular ring antenna.
机译:粗略模型是空间映射(SM)优化算法的关键组成部分。它应该快速且合理准确。粗略型号的流行选择是等效电路。电路模型是计算值便宜,但它们并不总是准确,并且在许多情况下(例如,天线)它们不可用。粗型离散的EM型号可用于所有结构,它们是可靠的,但通常在SM算法中有效地使用太贵。这里,提出了一种具有粗型离散的EM粗模型的SM算法。特别地,提出了新的和高效的参数提取和代理优化方案,使得利用SM算法可行的粗加利的EM模型。我们的方法的稳健性通过设计两个微带滤波器和双环形环天线来证明。

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