用人工神经网络模拟离子导体(AgPO3)1-x(Ag2SO4)x玻璃体系的阻抗行为

Atif Alkhazali, Akram Alsukker, Morad Etier, M. Hamasha
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引用次数: 0

摘要

研究了(AgPO3)1-x(Ag2SO4)x化合物在不同浓度(Ag2SO4)下的介电常数和电导率。为了模拟这种行为,研究了浓度对交流电导率、介电常数以及温度和频率的影响。提出了一个多维数学模型来预测玻璃系统的阻抗分量和介电常数分量作为温度、频率和浓度的函数。采用人工神经网络(ANN)和非线性回归方法作为曲线拟合技术,建立了基于1700点数据的模型。该模型可用于预测任何浓度下的这些特性,从而帮助产品设计师选择适当的混合和温度条件。安,20、50、100个节点在一个单隐层神经网络被认为是。尽管两种方法的数据结果与实验数据吻合良好,但与回归技术相比,20个节点的人工神经网络模型能够预测出阻抗的MSE值在0.008 ~ 0.012之间,介电损耗的MSE值在0.006 ~ 0.008之间的输出。在阻抗和介电常数的训练和测试中,神经网络的R2值都在99%以上,而非线性回归的R2值在73.86% ~ 94.75%之间。所提出的人工神经网络模型可以在处理特定应用时帮助找到(AgPO3)1-x(Ag2SO4)x化合物的最佳介电常数和电导率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modeling the Impedance Behavior of Ionic Conductors (AgPO3)1-x(Ag2SO4)x Glass System Using Artificial Neural Network
The dielectric permittivity and conductivity of (AgPO3)1-x(Ag2SO4)x compound was investigated at different concentrations of (Ag2SO4). The effect of concentration on AC conductivity and permittivity as well as temperature and frequency was investigated in order to model this behavior. Multidimensional mathematical models were as proposed to predict the impedance components and the dielectric permittivity components of the glass system as a function of temperatures, frequencies and concentrations. Artificial Neural Network (ANN) and nonlinear regression approaches were set as curve fitting techniques in order to construct models based on 1700 points of data. This model can be then used to predict these proprieties at any concentration and therefore helping the product designer to choose the proper mixing and temperature conditions. For ANN, 20, 50, and 100 nodes in a single hidden layer neural network were considered. Although data results of the two approaches showed a good alignment with experimental data, the ANN model with twenty nodes was able to predict the outputs with lower MSE values range from 0.008 to 0.012 for impedance and from 0.006 to 0.008 for dielectric losses than the regression technique. Moreover, R2 values for the neural network were over 99% in both training and testing of impedance and dielectric permittivity while R2 values for non-linear regression vary between 73.86% to 94.75%. The proposed ANN model can be of a great help to find the optimal dielectric permittivity and conductivity of (AgPO3)1-x(Ag2SO4)x compound when dealing with a specific application.
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