调流水库设计中的周期自回归模型

IF 1.4 Q4 WATER RESOURCES
M. Coser, M. S. Mendes, J. A. T. Reis, A. Mendonça
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引用次数: 0

摘要

历史径流序列可能不会出现关键干旱期。因此,根据历史数据估计的流量调节水库的容量可能导致水库设计低估。周期性随机模型可用于生成多个不同的流量序列,这些流量序列具有与历史序列相似的统计特性,但包括更关键的干旱期。不同的体积值估计允许基于周期流合成序列发生风险对调节储层体积进行概率分析和定义。本研究旨在评估不同周期自回归模型在生成流量序列和重现调节水库容量方面的性能。对于所考虑的大多数历史流量序列,周期乘性自回归移动平均模型(PMIX),无论是完整的还是简约的,都比传统的周期自回归和自回归移动均值模型表现出更好的性能。考虑使用PMIX乘法模型生成的合成序列可以降低低估储层体积的风险。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Periodic autoregressive models in flow regulating reservoirs design
Historical streamflow series may not present critical drought periods. As a result, volumes of flow regulating reservoirs estimated from historical data can lead to reservoirs design underestimation. Periodic stochastic models can be used to generate multiple different sequences of flows that present statistical properties close to those corresponding to the historical series but including more critical dry periods. The different volume values estimates allow probabilistic analysis and definition of regulating reservoir volumes based on periodic flows synthetic sequences occurrence risks. This study aims at assessing the performance of different periodic autoregressive models in generating sequences of flows and reproducing regulating reservoirs volumes. Periodic multiplicative autoregressive moving average models (PMIX), complete or parsimonious, showed better performances than traditional periodic autoregressive and autoregressive moving average models, for most historical streamflow series considered. The consideration of synthetic series generated by using PMIX multiplicative models can reduced risks of underestimation of reservoirs volumes.
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来源期刊
CiteScore
2.90
自引率
16.70%
发文量
31
期刊介绍: JAWER’s paradigm-changing (online only) articles provide directly applicable solutions to water engineering problems within the whole hydrosphere (rivers, lakes groundwater, estuaries, coastal and marine waters) covering areas such as: integrated water resources management and catchment hydraulics hydraulic machinery and structures hydraulics applied to water supply, treatment and drainage systems (including outfalls) water quality, security and governance in an engineering context environmental monitoring maritime hydraulics ecohydraulics flood risk modelling and management water related hazards desalination and re-use.
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