风电长期运行储备充足性评估中的不确定性建模:Naïve与ARIMA预测模型的比较分析

L. Carvalho, J. Teixeira, M. Matos
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引用次数: 8

摘要

电力系统中可再生能源的日益整合要求对发电系统进行充分的规划,不仅要满足长期容量需求,还要应对系统运行期间可能出现的突然容量短缺。事实上,系统运营商必须安排足够的运行储备,以避免因高估可用风电而导致的容量赤字。提出的运行储备长期评估框架,依靠Naïve预测方法生成下一小时的风电预测。该预测模型简单,广泛用于短期预测。然而,已有研究表明,回归模型,如自回归综合移动平均(ARIMA)模型,即使在预测长达1小时的范围时,也能优于Naïve模型。本文研究了Naïve和ARIMA预测模型对长期营运准备金风险指标的差异。目的是评估预测误差对长期操作准备金风险指标的影响。采用时序蒙特卡罗模拟(SMCS)方法在IEEE RTS 79测试系统的改进版本上进行了实验,其中包括风力和水力发电的变异性。考虑了几种风力发电集成方案和两种不同的发电机组调度顺序,进行了敏感性分析。
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Modeling wind power uncertainty in the long-term operational reserve adequacy assessment: A comparative analysis between the Naïve and the ARIMA forecasting models
The growing integration of renewable energy in power systems demands for adequate planning of generation systems not only to meet long-term capacity requirements but also to cope with sudden capacity shortages that can occur during system operation. As a matter of fact, system operators must schedule an adequate amount of operational reserve to avoid capacity deficits which can be caused by, for instance, overestimating the wind power that will be available. The framework proposed for the long-term assessment of operational reserve relies on the Naïve forecasting method to produce wind power forecasts for the next hour. This forecasting model is simple and widely used to obtain short-term forecasts. However, it has been shown that regression models, such as the Autoregressive Integrated Moving Average (ARIMA) model, can outperform the Naïve model even for forecasting horizons of up to 1 hour. This paper investigates the differences in the risk indices obtained for the long-term operational reserve when using the Naïve and the ARIMA forecasting models. The objective is to assess the impact of the forecasting error in the long-term operational reserve risk indices. Experiments using the Sequential Monte Carlo Simulation (SMCS) method were carried out on a modified version of the IEEE RTS 79 test system that includes wind and hydro power variability. A sensitivity analysis was also performed taking into account several wind power integration scenarios and two different merit orders for scheduling generating units.
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