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Fuel cells static and dynamic characterizations as tools for the estimation of their ageing time

机译:燃料电池的静态和动态特性可作为估算其老化时间的工具

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摘要

This paper deals with a pattern-recognition-based diagnosis approach, which aim is to estimate the Fuel Cell (FC) operating time, and consequently its remaining duration life. With the method proposed, both static and dynamic information extracted from the stack (i.e. polarization curve records and Electrochemical Impedance Spectroscopy (EIS) measurements) can be used. The complete diagnosis method consists of several steps. First, features are extracted from EIS measurements and polarization curves independently. This enables us to simplify the extracted information without losing relevant information, and to remove noise. For the polarization curves, an empiric model is exploited to ensure the feature extraction. For the impedance spectra, both expert knowledge and parametric modeling are used to extract features. In particular, a latent regression model is used to split automatically the imaginary part of the spectra into several segments that are approximated by polynomials. The next step of the method consists in selecting the most relevant features from the whole set of extracted features. This helps us to estimate the operating time, while adjusting the complexity of the model. The final step of the approach is a linear regression that uses the selected subset of features to estimate the FC operating time. The performances of the proposed approach are evaluated on a dataset made up of EIS measurements and polarization curves extracted from two FC lifetime tests. A mean error of about 2 h over a global operating duration of 1000 h can be obtained. Moreover, the portability of the method is shown by considering another FC ageing test conducted on a different FC stack type.
机译:本文研究一种基于模式识别的诊断方法,其目的是估计燃料电池(FC)的运行时间,从而估计其剩余使用寿命。通过提出的方法,可以使用从堆栈中提取的静态和动态信息(即极化曲线记录和电化学阻抗谱(EIS)测量)。完整的诊断方法包括几个步骤。首先,从EIS测量和极化曲线中分别提取特征。这使我们能够简化提取的信息而不会丢失相关信息,并消除噪声。对于极化曲线,利用经验模型来确保特征提取。对于阻抗谱,专家知识和参数建模均用于提取特征。特别地,使用潜在回归模型将光谱的虚部自动拆分为几个由多项式近似的线段。该方法的下一步是从整个提取的特征集中选择最相关的特征。这有助于我们估算操作时间,同时调整模型的复杂性。该方法的最后一步是线性回归,该线性回归使用所选特征子集来估计FC工作时间。在由EIS测量和从两次FC寿命测试中提取的极化曲线组成的数据集上评估了所提出方法的性能。在1000小时的总体运行时间内可以获得约2小时的平均误差。此外,该方法的可移植性是通过考虑在不同FC堆栈类型上进行的另一FC老化测试来显示的。

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