应用贝叶斯正则化提高供电系统的电能质量

Kateryna Yagup, Valery Yagup
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摘要

目前正在研究在相间负载不均匀的供电系统的能量系数校正领域使用神经网络的可能性。之所以有此需要,是因为之前对称补偿装置必要参数的计算是基于内尔德-米德搜索优化法。搜索优化法计算成本高,计算时间长,而且可能计算出异常值。文章基于使用贝叶斯正则化的神经网络建模,提出了使用技术预测对称补偿装置参数的想法。对于一组给定的初始数据,所选的最佳配置是一个两层神经网络,该网络是在 MATLAB 软件包中使用机器学习工具神经网络工具箱实现的。网络输入参数是一组元组,由供电系统三相中每一相的负载值组成,其性质为电阻-电感。总共有六个输入量(三相负载的电阻值和电感值),它们的值都不相同,这就造成了网络中的电流不对称和无功功率不对称。目标矩阵由三个值组成的元组构成,这三个值是对称补偿装置的参数,通过优化方法计算,以补偿无功功率并平衡网络中的电流。训练神经网络所需的数据元组数量是根据经验确定的。在实验过程中,还发现了神经网络中神经元的最佳数量。使用生成的神经网络来计算对称补偿装置的参数,所确定的近似解在精确度上与通过优化方法找到的值相当。在生成的神经系统的帮助下,确定了计算对称补偿装置参数的适当准解,而在使用优化方法计算时,这些准解会导致异常值,无法在所需范围内优化供电系统的能量系数。此外,这种神经预测还能防止系统接收到过高的对称补偿装置参数,而这些参数可以通过优化方法获得。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
APPLICATION OF BAYESIAN REGULARIZATION FOR IMPROVING THE QUALITY OF ELECTRICAL ENERGY IN THE ELECTRICAL SUPPLY SYSTEM
The possibility of using neural networks in the field of the energy coefficients correction of a power supply system with uneven load in phases is being studied. This need is justified by the fact, that the calculation of the necessary parameters of the symmetry-compensating device was previously based on the Nelder – Mead search optimization method. Search optimization performing is computationally expensive, takes long computation times, and may calculate anomalous values. The article develops the idea of using technology for predicting the parameters of a symmetry-compensating device, based on neural network modeling using Bayesian regularization. For a given set of initial data, the best selected configuration turned out to be a neural network of two layers, implemented in the MATLAB package using the machine learning tool Neural Network Toolbox. The network input parameters are a set of tuples, consisting of load values in each of the three phases of the power supply system, which are resistive-inductive in nature. There are six input quantities in total (load resistance and inductance values in each of the three phases) and all their values are different, which causes current asymmetry in the network and reactive power. The target matrix is formed from tuples, consisting of three values, which are the parameters of the symmetrical compensating device, calculated by the optimization method, in such a way as to compensate reactive power and to balance currents in the network. The number of data tuples, required to train a neural network was determined empirically. During the experiments, the optimal number of neurons in the neural network was also revealed. The use of the generated neural network to calculate the parameters of the symmetry-compensating device determined approximate solutions is comparable in accuracy to the values, found by optimization methods. With the help of the generated neural system, adequate quasi-solutions for calculating the parameters of the symmetry-compensating device were determined, which, in case of calculation, using the optimization method, led to anomalous values, that didn’t optimize the energy coefficients of the power supply system to the required extent. Also, such neuropredictions protect the system from receiving excessive high parameters of symmetry compensating device, which can be obtained with an optimization approach.
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