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An improved polynomial-based nonlinear variable importance measure and its application to degradation assessment for high-voltage transformer under imbalance data

机译:改进的基于多项式的非线性变量重要性度量及其在不平衡数据下高压变压器性能退化评估中的应用

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摘要

Variable importance measures (VIM) are widely used in reliability engineering. Traditional nonlinear VIMs are difficult to simultaneously obtain both most important variable combination and an explanatory function. Variable combination is the variable set that fits better than redundant variables, but each of them may fits worse than redundant variables. In this paper, a practical and improved polynomial-based VIM is proposed for nonlinear variable relationships with an unknown functional form. Polynomial approximation, combined with a novel ensemble-based product selection, is applied to gain an explanatory linear model consisting of important product combination, which is selected accurately by the proposed product selection. The simulations show the effectiveness of the proposed method on nonlinear VIM. Furthermore, the approach is applied in long-term degradation assessment of high voltage transformer under large imbalance samples. In the experiment, the details of important relationships among input variables can be measured under a powerful and competitive assessment model. The proposed approach paves the way for VIM in complex nonlinear reliability systems with multiple dependent inputs.
机译:可变重要性度量(VIM)被广泛用于可靠性工程中。传统的非线性VIM很难同时获得最重要的变量组合和解释函数。变量组合是比冗余变量更适合的变量集,但它们每个都可能比冗余变量更差。在本文中,针对具有未知函数形式的非线性变量关系,提出了一种实用且改进的基于多项式的VIM。多项式逼近结合基于集合的新产品选择,可用于获得由重要产品组合组成的说明性线性模型,该模型可通过建议的产品选择进行准确选择。仿真结果表明了该方法对非线性VIM的有效性。此外,该方法还适用于大型不平衡样品下高压变压器的长期退化评估。在实验中,可以在功能强大且具有竞争力的评估模型下测量输入变量之间重要关系的细节。所提出的方法为具有多个相关输入的复杂非线性可靠性系统中的VIM铺平了道路。

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