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Antenna Resonant Frequency Modeling based on AdaBoost Gaussian Process Ensemble

机译:基于Adaboost高斯工艺集合的天线谐振频率建模

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摘要

The design of electromagnetic components generally relies on simulation of full-wave electromagnetic field software exploiting global optimization methods. The main problem of the method is time consuming. Aiming at solving the problem, this study proposes a regression surrogate model based on AdaBoost Gaussian process (GP) ensemble (AGPE). In this method, the GP is used as the weak model, and the AdaBoost algorithm is introduced as the ensemble framework to integrate the weak models, and the strong learner will eventually be used as a surrogate model. Numerical simulation experiment is used to verify the effectiveness of the model, the mean relative error (MRE) of the three classical benchmark functions decreases, respectively, from 0.0585, 0.0528, 0.0241 to 0.0143, 0.0265, 0.0116, and then the method is used to model the resonance frequency of rectangular microstrip antenna (MSA) and coplanar waveguide butterfly MSA. The MRE of test samples based on the APGE are 0.0069, 0.0008 respectively, and the MRE of a single GP are 0.0191, 0.0023 respectively. The results show that, compared with a single GP regression model, the proposed AGPE method works better. In addition, in the modeling experiment of resonant frequency of rectangular MSA, the results obtained by AGPE are compared with those obtained by using neural network (NN). The results show that the proposed method is more effective.
机译:电磁成分的设计一般依赖于仿真全波电磁场软件利用全局优化方法。该方法的主要问题是耗时。旨在解决问题,本研究提出了一种基于Adaboost高斯过程(GP)集合(AGPE)的回归替代模型。在此方法中,GP用作弱模型,并且adaboost算法被引入为集成弱模型的集合框架,并且强的学习者最终将被用作代理模型。数值模拟实验用于验证模型的有效性,三种经典基准功能的平均相对误差(MRE)分别降低,0.0585,0.0528,0.0241至0.0143,0.0265,0.0116,然后该方法用于该方法模型矩形微带天线(MSA)和共面波导蝴蝶MSA的共振频率。基于APGE的测试样品的MRE分别为0.0069,0.0008,单个GP的MRE分别为0.0191,0.0023。结果表明,与单个GP回归模型相比,所提出的AGPE方法更好。另外,在矩形MSA的共振频率的建模实验中,将通过AGPE获得的结果与通过使用神经网络(NN)获得的结果进行比较。结果表明,该方法更有效。

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