4.7 Article

Storage requirements in a 100% renewable electricity system: extreme events and inter-annual variability

期刊

ENVIRONMENTAL RESEARCH LETTERS
卷 17, 期 4, 页码 -

出版社

IOP Publishing Ltd
DOI: 10.1088/1748-9326/ac4dc8

关键词

renewable energy; inter-annual variability; low-wind events; Dunkelflaute; electricity system; energy storage; hydrogen

资金

  1. Rodel Foundation

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This article investigates the relationship between scarcity periods of wind and solar resources and energy storage requirements in a 100% renewable electricity system. The study reveals that while scarcity periods typically do not exceed two weeks, the maximum energy deficit may persist for nine weeks. Considering storage losses and charging limitations, the period defining storage requirements may extend up to 12 weeks. The cost-optimal storage capacity needs to be large enough to supply 36 TWh of electricity.
In the context of 100% renewable electricity systems, prolonged periods with persistently scarce supply from wind and solar resources have received increasing academic and political attention. This article explores how such scarcity periods relate to energy storage requirements. To this end, we contrast results from a time series analysis with those from a system cost optimization model, based on a German 100% renewable case study using 35 years of hourly time series data. While our time series analysis supports previous findings that periods with persistently scarce supply last no longer than two weeks, we find that the maximum energy deficit occurs over a much longer period of nine weeks. This is because multiple scarce periods can closely follow each other. When considering storage losses and charging limitations, the period defining storage requirements extends over as much as 12 weeks. For this longer period, the cost-optimal storage needs to be large enough to supply 36 TWh of electricity, which is about three times larger than the energy deficit of the scarcest two weeks. Most of this storage is provided via hydrogen storage in salt caverns, of which the capacity is even larger due to electricity reconversion losses (55 TWh). Adding other sources of flexibility, for example with bioenergy, the duration of the period that defines storage requirements lengthens to more than one year. When optimizing system costs based on a single year rather than a multi-year time series, we find substantial inter-annual variation in the overall storage requirements, with the average year needing less than half as much storage as calculated for all 35 years together. We conclude that focusing on short-duration extreme events or single years can lead to an underestimation of storage requirements and costs of a 100% renewable system.

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