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首页> 外文期刊>IEEE Transactions on Microwave Theory and Techniques >Comparison of Two Optimization Techniques for the Estimation of Complex Permittivities of Multilayered Structures Using Waveguide Measurements
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Comparison of Two Optimization Techniques for the Estimation of Complex Permittivities of Multilayered Structures Using Waveguide Measurements

机译:用波导测量估算多层结构复介电常数的两种优化技术的比较

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摘要

In this paper, two separate techniques, i.e., sequential quadratic programming (SQP) and a genetic algorithm (GA), were used to estimate the complex permittivity of each layer in a multilayer composite structure. The relative performance of the algorithms was characterized by applying each algorithm to one of three different error functions. Computer generated S-parameter data sets were initially used in order to establish the achievable accuracy of each algorithm. Based on these data sets and S-parameter measurements of single and multilayer samples obtained using a standard X-band waveguide procedure, the GA was determined to be the more robust algorithm in terms of minimizing rms error of measured/generated and formulated S-parameters. The GA was found to perform exceptionally well for all cases considered, whereas SQP, although a more computationally efficient method, was somewhat limited for two error function choices due to local minima trapping.
机译:在本文中,使用两种单独的技术,即顺序二次规划(SQP)和遗传算法(GA),来估计多层复合结构中每一层的复介电常数。通过将每种算法应用于三个不同的误差函数之一来表征算法的相对性能。最初使用计算机生成的S参数数据集以建立每种算法可达到的精度。根据这些数据集和使用标准X波段波导程序获得的单层和多层样品的S参数测量结果,就最小化测量/生成和制定的S参数的均方根误差而言,GA被确定为更可靠的算法。发现GA在所考虑的所有情况下均表现出色,而SQP尽管是一种计算效率更高的方法,但由于局部极小陷阱而在两个误差函数选择方面受到一定限制。

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