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Performance-Based Nested Surrogate Modeling of Antenna Input Characteristics

机译:基于性能的天线输入特性的嵌套替代模型

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摘要

Utilization of electromagnetic (EM) simulation tools is mandatory in the design of contemporary antenna structures. At the same time, conducting design procedures that require multiple evaluations of the antenna at hand, such as parametric optimization or yield-driven design, is hindered due to the high cost of accurate EM analysis. To a certain extent, this issue can be addressed using fast replacement models (also referred to as surrogates). Unfortunately, due to curse of dimensionality, traditional data-driven surrogate modeling methods are limited to antenna structures described by a few parameters with relatively narrow parameter ranges. This is by no means sufficient given the complexity of modern designs. In this paper, a novel technique for surrogate modeling of antenna structures is proposed. It involves a construction of two levels of surrogates, both realized as kriging interpolation models. The first model is based on a set of reference designs optimized for selected performance figures. It is used to establish a domain for the final (second level) surrogate. This formulation permits efficient modeling within wide ranges of antenna geometry parameters and wide ranges of performance figures (e.g., operating frequencies). At the same time, it allows uniform allocation of training data samples in a straightforward manner. Our approach is demonstrated using two microstrip antenna examples and is compared with conventional kriging and radial basis function modeling. Application examples for antenna optimization are also provided along with experimental validation.
机译:在现代天线结构的设计中,必须使用电磁(EM)仿真工具。同时,由于需要进行精确的电磁分析,因此阻碍了进行需要对天线进行多次评估的设计程序,例如参数优化或成品率驱动设计。在某种程度上,可以使用快速替换模型(也称为替代)来解决此问题。不幸的是,由于维度的诅咒,传统的数据驱动代理建模方法仅限于由具有相对较窄参数范围的几个参数所描述的天线结构。考虑到现代设计的复杂性,这还远远不够。本文提出了一种新的天线结构模拟建模技术。它涉及两个级别的替代项的构造,均实现为克里金插值模型。第一个模型基于针对所选性能指标进行优化的一组参考设计。它用于为最终(第二级)代理建立域。该公式允许在宽范围的天线几何参数和宽范围的性能指标(例如工作频率)内进行有效建模。同时,它允许以直接的方式统一分配训练数据样本。我们的方法使用两个微带天线示例进行了演示,并与传统的克里金法和径向基函数模型进行了比较。还提供了天线优化的应用示例以及实验验证。

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