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Application of gamma process model to estimate the lifetime of photovoltaic modules

机译:伽玛过程模型在估算光伏组件寿命中的应用

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The analysis of long term data for degradation of PV modules suffers from volatility and uncertainty due to intrinsic and extrinsic factors. The low rate of degradation causes analysis complexity and ambiguity. In this study, methods used to estimate the PV module lifetimes were reviewed in terms of degradation of power output with time. Under the assumption that degradation is continuous, gradual, and monotonic, the gamma process model can explain the sampling and temporal uncertainties of lifetime data. Examples are provided to demonstrate the use of gamma process model for long term and accelerated lifetime test (ALT) data. Three types of lifetime estimation method were compared for long term operation data. Although they all gave similar estimated lifetime, the gamma process model gave the most applicable results to determine warranty life. The gamma process model can also express the condition variation at inspection and the lifetime variation at failure level as probability distributions. A method to determine warranty life is proposed using an age based replacement policy. For ALT data, we estimated the lifetime from degradation data using the Arrhenius equation' for standard environmental conditions and applied the gamma process model to obtain time varying probability distributions for condition and lifetime. Service life was estimated as the median, while warranty life was estimated as the minimum rate of increase of optimal replacement time. (C) 2017 Elsevier Ltd. All rights reserved.
机译:由于内在和外在因素,用于光伏组件退化的长期数据分析存在波动性和不确定性。较低的降级速度会导致分析的复杂性和歧义性。在这项研究中,根据功率输出随时间的下降,回顾了用于估计光伏组件寿命的方法。在退化是连续,渐进和单调的假设下,伽马过程模型可以解释寿命数据的采样和时间不确定性。提供了一些示例来说明将伽玛过程模型用于长期和加速寿命测试(ALT)数据。比较了三种寿命估计方法的长期运行数据。尽管它们都给出了相似的估计寿命,但伽马工艺模型给出了最适用的结果来确定保修寿命。伽马过程模型还可以将检查时的条件变化和故障级别的寿命变化表示为概率分布。提出了使用基于寿命的更换政策来确定保修寿命的方法。对于ALT数据,我们使用标准环境条件下的Arrhenius方程根据降解数据估算了寿命,并应用了伽马过程模型来获得条件和寿命随时间变化的概率分布。使用寿命估计为中间值,而保修寿命估计为最佳更换时间的最小增长率。 (C)2017 Elsevier Ltd.保留所有权利。

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