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Meta-cognitive Regression Neural Network for function approximation: Application to Remaining Useful Life estimation

机译:用于功能逼近的元认知回归神经网络:在剩余使用寿命估算中的应用

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In this paper, we present a novel approach for Remaining Useful Life (RUL) estimation problem in prognostics using a proposed `sequential learning Meta-cognitive Regression Neural Network (McRNN) algorithm for function approximation'. The McRNN has two components, namely, a cognitive component and a meta-cognitive components. The cognitive component is an evolving single hidden layer Radial Basis Function (RBF) network with Gaussian activation functions. The meta-cognitive component present in McRNN helps to cognitive component in selecting proper samples to learn based on its current knowledge and evolve architecture automatically. The McRNN employs extended Kalman Filter (EKF) to find optimal network parameters in training. First, the performance of the proposed sequential learning McRNN algorithm has been evaluated using a set of benchmark function approximation problems and is compared with existing sequential learning algorithms. The performance results on these problems show the better performance of McRNN algorithm over the other algorithms. Next, the proposed McRNN algorithm has been applied to RUL estimation problem based on sensor data. For simulation studies, we have used Prognostics Health Management (PHM) 2008 Data Challenge data set and compared with the existing approaches based on state-of-the-art regression algorithms. The experimental results show that our proposed McRNN algorithm based approach can accurately estimate RUL of the system.
机译:在本文中,我们提出了一种新的方法,通过使用拟议的“用于函数逼近的元学习元认知回归神经网络(McRNN)算法”,在预测学中保留剩余使用寿命(RUL)估计问题。 McRNN具有两个组成部分,即认知组成部分和元认知组成部分。认知成分是具有高斯激活函数的演化的单隐藏层径向基函数(RBF)网络。 McRNN中存在的元认知组件有助于认知组件根据其当前知识选择合适的样本进行学习,并自动演化体系结构。 McRNN使用扩展的卡尔曼滤波器(EKF)来找到训练中的最佳网络参数。首先,已使用一组基准函数逼近问题评估了所提出的顺序学习McRNN算法的性能,并将其与现有的顺序学习算法进行了比较。这些问题的性能结果表明,McRNN算法的性能优于其他算法。接下来,将所提出的McRNN算法应用于基于传感器数据的RUL估计问题。对于模拟研究,我们使用了Prognostics Health Management(PHM)2008数据挑战数据集,并与基于最新回归算法的现有方法进行了比较。实验结果表明,我们提出的基于McRNN算法的方法可以准确地估计系统的RUL。

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