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Hybrid artificial neural network based on BP-PLSR and its application in development of soft sensors

机译:基于BP-PLSR的混合人工神经网络及其在软传感器开发中的应用

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A novel hybrid artificial neural network (HANN) integrating error back propagation algorithm (BP) with partial least square regression (PLSR) was proposed to overcome two main flaws of artificial neural network (ANN), i.e. tendency to overfitting and difficulty to determine the optimal number of the hidden nodes. Firstly, single-hidden-layer network consisting of an input layer, a single hidden layer and an output layer is selected by HANN. The number of the hidden-layer neurons is determined according to the number of the modeling samples and the number of the neural network parameters. Secondly, BP is employed to train ANN, and then the hidden layer is applied to carry out the nonlinear transformation for independent variables. Thirdly, the inverse function of the output-layer node activation function is applied to calculate the expectation of the output-layer node input, and PLSR is employed to identify PLS components from the nonlinear transformed variables, remove the correlation among the nonlinear transformed variables and obtain the optimal relationship model of the nonlinear transformed variables with the expectation of the output-layer node input. Thus, the HANN model is developed. Further, HANN was employed to develop naphtha dry point soft sensor and the most important intermediate product concentration (i.e. 4-carboxybenzaldehyde concentration) soft sensor in p-xylene (PX) oxidation reaction due to the fact that there exist many factors having nonlinear effect on them and significant correlation among their factors. The results of two HANN applications show that HANN overcomes overfitting and has the robust character. And, the predicted squared relative errors of two optimal HANN models are all lower than those of two optimal ANN models and the mean predicted squared relative errors of HANN are lower than those of ANN in two applications.
机译:为了克服人工神经网络(ANN)的两个主要缺陷,即过度拟合的趋势和确定最优算法的困难,提出了一种将误差反向传播算法(BP)与偏最小二乘回归(PLSR)相结合的新型混合人工神经网络(HANN)。隐藏节点的数量。首先,由HANN选择由输入层,单个隐藏层和输出层组成的单隐藏层网络。根据建模样本的数量和神经网络参数的数量确定隐藏层神经元的数量。其次,利用BP训练神经网络,然后应用隐层对自变量进行非线性变换。第三,使用输出层节点激活函数的反函数来计算输出层节点输入的期望值,并使用PLSR从非线性变换变量中识别PLS分量,消除非线性变换变量之间的相关性,获得期望输出层节点输入的非线性变换变量的最佳关系模型。因此,开发了HANN模型。此外,由于存在许多影响非线性的因素,HANN被用于开发石脑油干点软传感器和对二甲苯(PX)氧化反应中最重要的中间产物浓度(即4-羧基苯甲醛浓度)软传感器。它们和它们的因素之间的显着相关性。两个HANN应用程序的结果表明,HANN克服了过拟合问题,并具有鲁棒性。并且,在两个应用中,两个最优HANN模型的预测平方相对误差均低于两个最优ANN模型的预测平方相对误差,并且HANN的平均预测平方相对误差均低于ANN。

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