首页> 外文会议>Innovative Smart Grid Technologies (ISGT), 2012 IEEE PES >Finite state Markov chain model for wind generation forecast: A data-driven spatiotemporal approach
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Finite state Markov chain model for wind generation forecast: A data-driven spatiotemporal approach

机译:风力发电预测的有限状态马尔可夫链模型:一种数据驱动的时空方法

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Integrating a large amount of wind energy into the bulk power grid has put forth great challenges for operations planning and system reliability. In particular, a complication that arises is that wind generation is highly variable (stochastic) and non-dispatchable, thus making it difficult to guarantee that the load and generation remain balanced at each instant. This uncertainty of wind generation impacts decision making at various system levels, and mischaracterizing the uncertainty can lead to spilt generation. In this work, the supply-side uncertainty is investigated by developing a realistic Markov chain model for wind generation forecasting. Specifically, using extensive measurement data obtained from an actual wind farm, a spatiotemporal analysis of the aggregate wind generation output from the farm is performed. One critical observation from empirical data is that the wind power output from the turbines are not necessarily equal even if they are identical and colocated. Using tools from graph theory and time-series analysis, a systematic procedure to characterize the statistical distribution of the aggregate wind power output from the farm is constructed. The procedure developed is amenable to the case when the farm has turbines from multiple classes, e.g., when they belong to multiple manufacturers or when they are deployed with different hub heights. The temporal dynamics of the aggregate wind power is characterized using auto-regression analysis, while taking into account the diurnal non-stationarity and the seasonality. Building on these spatial and temporal characterizations, a realistic, finite state Markov chain model for forecasting the aggregate wind power in a rigorous optimization framework is developed.
机译:将大量的风能集成到大电网中,对运营计划和系统可靠性提出了巨大挑战。特别地,引起的复杂性是风力的产生是高度可变的(随机的)并且是不可分配的,因此使得难以保证负载和产生在每个时刻保持平衡。风力发电的不确定性会影响各个系统级别的决策,错误地描述不确定性会导致发电量溢出。在这项工作中,通过开发用于风力发电预测的现实马尔可夫链模型来研究供应方不确定性。具体而言,使用从实际风电场获得的大量测量数据,对从风电场输出的总风力发电进行时空分析。根据经验数据的一项关键观察结果是,即使涡轮机相同且位于同一地点,涡轮机输出的风力也不一定相等。使用图论和时间序列分析工具,构建了表征农场风能总输出统计分布的系统程序。当农场拥有来自多个类别的涡轮机时,例如当它们属于多个制造商或以不同的轮毂高度部署时,适用于以下情况的程序。利用自动回归分析来表征总风能的时间动态,同时考虑到日间的非平稳性和季节性。在这些空间和时间特征的基础上,开发了一种现实的,有限状态的马尔可夫链模型,用于在严格的优化框架中预测总风能。

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