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Prediction of the Hardness of X12m Using Barkhausen Noise and Chebyshev Polynomials Regression Methods

机译:使用Barkhausen噪声和Chebyshev多项式回归方法预测X12M的硬度

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Barkhausen noise (BN) is electromagnetic pulse sequence that could be used to nondestructively predict the properties of materials such as hardness, residual stress and carbon content. Current BN signal analysis methods fail to describe the highly variated BN signal and achieve high regression accuracy due to the low interpretability of neural network and limited capacity of mathematical regression tools. In this paper, two multi-variable regression tools, named partial Chebyshev polynomial regression (PCPR) and Mutual Information-based Feature Selection with Class-dependent Redundancy and multi-variable Chebyshev polynomials regression (MIFS-CR+MCPR), are employed for the first time to predict the hardness of Cr12MoV steel (i.e. X12m). Combined with Chebyshev polynomials, our regression tools are designed on the basis of cascaded regression and mutual-information-based feature selection. As represented by the experimental results for predicting the hardness of X12m, the proposed method outperforms other comparative methods including neural network and partial linear square regression method.
机译:Barkhausen噪声(BN)是电磁脉冲序列,可用于非破坏性地预测硬度,残余应力和碳含量的材料的性质。电流BN信号分析方法未能描述高度变化的BN信号,并且由于神经网络的可解释性和数学回归工具的有限容量而导致的高度回归精度。在本文中,两个多变量回归工具,命名为部分Chebyshev多项式回归(PCPR)和基于PCPR的特征选择,具有类相关的冗余和多变量Chebyshev多项式回归(MIFS-CR + MCPR)第一次预测CR12MOV钢的硬度(即X12M)。结合Chebyshev多项式,我们的回归工具是在级联回归和基于互信息的特征选择的基础上设计的。如预测X12M硬度的实验结果所示,所提出的方法优于其他比较方法,包括神经网络和部分线性方形回归方法。

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