A Feature Weighted Mixed Naive Bayes Model for Monitoring Anomalies in the Fan System of a Thermal Power Plant.

Min Wang, Li Sheng, Donghua Zhou, Maoyin Chen
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引用次数: 7

Abstract

With the increasing intelligence and integration, a great number of two-valued variables (generally stored in the form of 0 or 1 value) often exist in large-scale industrial processes. However, these variables cannot be effectively handled by traditional monitoring methods such as LDA, PCA and PLS. Recently, a mixed hidden naive Bayesian model (MHNBM) is developed for the first time to utilize both two-valued and continuous variables for abnormality monitoring. Although MHNBM is effective, it still has some shortcomings that need to be improved. For MHNBM, the variables with greater correlation to other variables have greater weights, which cannot guarantee greater weights are assigned to the more discriminating variables. In addition, the conditional probability must be computed based on the historical data. When the training data is scarce, the conditional probability between continuous variables tends to be uniformly distributed, which affects the performance of MHNBM. Here a novel feature weighted mixed naive Bayes model (FWMNBM) is developed to overcome the above shortcomings. For FWMNBM, the variables that are more correlated to the class have greater weights, which makes the more discriminating variables contribute more to the model. At the same time, FWMNBM does not have to calculate the conditional probability between variables, thus it is less restricted by the number of training data samples. Compared with MHNBM, FWMNBM has better performance, and its effectiveness is validated through the numerical cases of a simulation example and a practical case of Zhoushan thermal power plant (ZTPP), China.
火电厂风机系统异常监测的特征加权混合朴素贝叶斯模型。
随着智能化和集成化程度的提高,大规模工业过程中往往存在大量的二值变量(一般以0或1值的形式存储)。然而,传统的LDA、PCA和PLS等监测方法无法有效处理这些变量,近年来首次提出了一种混合隐藏朴素贝叶斯模型(MHNBM),将两值变量和连续变量同时用于异常监测。虽然MHNBM是有效的,但它仍然存在一些需要改进的缺点。对于MHNBM,与其他变量的相关性越大的变量权重越大,这并不能保证判别性越强的变量被赋予更大的权重。此外,还必须根据历史数据计算条件概率。当训练数据稀缺时,连续变量之间的条件概率趋于均匀分布,影响了MHNBM的性能。本文提出了一种新的特征加权混合朴素贝叶斯模型(FWMNBM)来克服上述缺点。对于FWMNBM,与类相关程度越高的变量权重越大,这使得判别性越强的变量对模型的贡献越大。同时,FWMNBM不需要计算变量之间的条件概率,因此较少受到训练数据样本数量的限制。与MHNBM相比,FWMNBM具有更好的性能,并通过仿真算例和舟山热电厂(ZTPP)的实际算例验证了其有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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