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Data analysis and robust modelling of the impact of renewable generation on long term security of supply and demand.

机译:数据分析和可再生能源发电对长期供需安全影响的可靠建模。

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摘要

This paper studies rigorous statistical techniques for modelling long term reliability of demand and supply of electrical power given uncertain variability in the generation and availability of wind power and conventional generation. In doing so, we take care to validate statistical assumptions, using historical observations, as well as our intuition about the actual underlying real-world statistical process. Where assumptions could not be easily validated, we say so explicitly. In particular, we aim to improve existing statistical models through sensitivity analysis of ill-known parameters: we propose models for wind power and conventional generation, estimate their parameters from historical wind power data and conventional availability data, and finally combine them with historical demand data to build a full robust joint time-dependent model of energy not served. Bounds on some useful indices from this model are then calculated, such as expected energy not served, and expected number of continuous outage periods-the latter cannot be estimated from a purely time collapsed model because time collapsed models necessarily do not model correlations across time. We compare our careful model with a naive model that ignores deviations from normality, and find that this results in substantial differences: in this specific study, the naive model overestimates the risk roughly by a factor 2. This justifies the care and caution by which model assumptions must be verified, and the effort that must be taken to adapt the model accordingly.
机译:本文研究了严格的统计技术,这些模型在给定风能发电和常规发电的不确定性变化的情况下,对电力需求和供电的长期可靠性进行建模。在此过程中,我们会使用历史观察以及对实际基础真实世界统计过程的直觉来验证统计假设。在无法轻易验证假设的地方,我们要明确地说。特别是,我们旨在通过对未知参数的敏感性分析来改善现有的统计模型:我们提出风电和常规发电的模型,从历史风电数据和常规可用性数据估算其参数,最后将其与历史需求数据结合建立一个完全健壮的联合时变能量模型。然后计算该模型的一些有用指标的界限,例如未提供预期的能量以及预期的连续停运期间数-无法从纯粹的时间塌陷模型中估算出连续中断期间的数目,因为时间塌陷模型不一定能对整个时间的相关性进行建模。我们将谨慎模型与忽略正常性偏差的朴素模型进行比较,发现这会导致实质性差异:在此特定研究中,朴素模型将风险高估了大约2倍。这证明了谨慎和谨慎的态度必须验证各种假设,并必须做出相应的努力来适应模型。

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