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An Optimization Model to Mitigate Conflicts in the Geum River Basin, Korea

机译:韩国锦江流域减轻冲突的优化模型

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The Geum River basin, one of most important river basins in Korea, is located in the South Central portion of the country. Water conflicts have erupted in the Geum River basin twice recently, during the droughts of 1995 and 2001. These recent events have accentuated the need for careful planning in the basin and focused attention on the conjunctive operation of Daechong Dam and the Yongdam Dam (constructed in 2001). This paper describes the development of an optimization model that enhances understanding of water planning in the basin and provides a disciplined method for developing and comparing robust and reliable reservoir operation alternatives for the Geum River basin. The mathematical objective function of the model is to minimize the maximum difference between supply and demand subject to constraints representing: (1) conjunctive dam operation, (2) instream flows downstream of the dams, and (3) increasing water demands in Jonju area. Stochastic constraints, as well as deterministic constraints, are included to develop robust operating alternatives. Most significant among the uncertainties that must be included in the models are those associated with future water demands and streamflow forecasts.
机译:锦江流域是韩国最重要的流域之一,位于该国中南部。在1995年和2001年的干旱期间,锦江流域最近爆发了两次水冲突。这些最近的事件凸显了对该流域进行仔细规划的必要性,并将注意力集中在大冲水坝和永大水坝的联合运行上( 2001)。本文介绍了一种优化模型的开发,该模型可以增强对该流域水计划的理解,并提供一种纪律化的方法,用于开发和比较金姆河流域健壮可靠的水库调度方案。该模型的数学目标函数是在满足以下条件的情况下最大程度地减少供需之间的最大差额:(1)联合大坝运行;(2)大坝下游的河水流量;(3)延州地区的需水量增加。包括随机约束以及确定性约束,可以开发出可靠的操作替代方案。模型中必须包括的不确定性中最重要的是与未来需水量和流量预测相关的不确定性。

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