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A Space-Mapping Approach to Microwave Device Modeling Exploiting Fuzzy Systems

机译:利用模糊系统的微波建模的空间映射方法

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We present a novel surrogate modeling methodology based on a combination of space mapping and fuzzy systems. Fine model data, the so-called base set, is assumed available in the region of interest. Although we do not assume any particular location of the base points, it is preferable that they form a uniform mesh. The standard space-mapping surrogate is established using available fine model data. The fuzzy system is then set up to interpolate the differences between the space-mapping surrogate and the fine model at all base points. Our new methodology offers significant advantages with respect to some of the previous space-mapping approaches to modeling, which are: 1) it handles any base set and 2) the number of space-mapping parameters does not limit the accuracy of the surrogate. Moreover, it exhibits comparable or better accuracy than the recently published modeling technique utilizing space mapping and radial basis functions. We also consider a hierarchical fuzzy space-mapping modeling, which relies on a fuzzy interpolation of space-mapping parameters and subsequent fuzzy interpolation of the residuals between the fine and surrogate model. Examples demonstrate the robustness of our approach and give a comparison with other space-mapping-based modeling techniques.
机译:我们提出了一种基于空间映射和模糊系统相结合的新型代理建模方法。假定在感兴趣区域中可以使用精细模型数据(所谓的基本集)。尽管我们不假定基点的任何特定位置,但最好将它们形成均匀的网格。使用可用的精细模型数据建立标准的空间映射替代。然后建立模糊系统,以内插所有基点处的空间映射代理和精细模型之间的差异。与以前的某些空间映射方法相比,我们的新方法具有显着优势,这些方法是:1)它可以处理任何基本集,并且2)空间映射参数的数量不限制代理的准确性。而且,与使用空间映射和径向基函数的最新发布的建模技术相比,它具有可比或更高的准确性。我们还考虑了分层模糊空间映射模型,该模型依赖于空间映射参数的模糊插值以及精细模型和替代模型之间残差的后续模糊插值。实例演示了我们方法的鲁棒性,并与其他基于空间映射的建模技术进行了比较。

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