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Estimation of Transformers Health Index Based On Condition Parameter Factor and Hidden Markov Model

机译:基于条件参数因子和隐马尔可夫模型的变压器健康指标评估

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This paper presents a study to estimate future Health Index (HI) of transformer population based on Hidden Markov Model (HMM). In this paper, HI was represented as hidden state and the condition parameter factors in the HI algorithm namely Dissolved Gas Analysis Factor (DGAF), Oil Quality Analysis Factor (OQAF) and Furfural Analysis Factor (FAF) were represented as the observable states. A case study of 1130 oil samples from 373 oil-typed distribution transformers (33/11 kV and 30 MVA) were examined. First, the mean for HI in each year was computed and the transition probabilities for the condition data were obtained based on non-linear optimization technique. Next, the emission probabilities for each of the condition parameter factors were derived based on frequency of occurrence method. Subsequently, the future states probability distribution was computed based on the HMM prediction model and viterbi algorithm was applied to find the best optimal path sequence of HI for the respective observable condition. Finally, the predicted and computed HI were compared to the hypothesized distribution. Majority of the predicted HI agrees with computed HI. Predicted HI based on OQAF records the most accurate estimation throughout the sampling years. Inconsistencies are observed in year 2 and between year 7 and 10 for the predicted HI based on FAF. The predicted HI based on DGAF is in line with the computed HI during the first 2 years and deviates at the later stage of the sampling period.
机译:本文提出了一项基于隐马尔可夫模型(HMM)估算变压器人口未来健康指数(HI)的研究。本文将HI表示为隐藏状态,并将HI算法中的条件参数因子表示为可观察到的状态,其中包括溶解气体分析因子(DGAF),油质分析因子(OQAF)和糠醛分析因子(FAF)。对来自373个油型配电变压器(33/11 kV和30 MVA)的1130个油样进行了案例研究。首先,计算每年的HI平均值,并基于非线性优化技术获得条件数据的转移概率。接下来,基于发生频率的方法,推导每个条件参数因子的发射概率。随后,基于HMM预测模型计算了未来状态概率分布,并应用了维特比算法来找到针对各个可观察条件的HI的最佳最优路径序列。最后,将预测和计算的HI与假设的分布进行比较。预测的HI的多数与计算的HI一致。基于OQAF的预测HI记录了整个采样年中最准确的估计。基于FAF的预测HI在第2年和第7至10年之间观察到不一致。基于DGAF的预测HI与前两年的计算HI一致,并在采样周期的后期阶段发生偏离。

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