基于最优时序的相互依赖水电方案优化设计

E. Hreinsson
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引用次数: 0

摘要

在那些依靠水力发电系统的主动或动态扩展来发电的国家,确定项目的最佳设计和整个项目的配置或顺序是很重要的。本文着眼于这个设计过程,假设相互依赖的项目作为方案的组成部分或在定义的扩展路径中的固定序列。然后分析了系统优化阶段扩展的经济准则及其对个别工程设计的影响。例如,大坝的体积取决于大坝的尺寸,而选择的隧道宽度通常与大坝设计无关。两者都可能影响单个项目的成本和时间,从而影响整个项目的成本。项目的最佳时机也可能与项目产出或产能的最佳定义有关,这是基于将不断增加的运营成本与时间和负荷与扩展步骤相匹配。研究发现,考虑到相邻项目之间的顺序依赖关系的影响,可以通过边际调整因子(MAF)来调整最优规模。计算应该在更大的序列中迭代地进行,以便根据项目的最佳时间达到最佳规模。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Optimal design of interdependent hydroelectric schemes based on optimal timing
In countries, where electricity generation is based on an active or dynamic expansion of hydroelectric systems, it is important to determine the optimal design of projects and whole project configurations or sequences. This paper looks at this design process assuming interdependent projects as components of schemes or fixed sequences in a defined expansion path. The paper then analyzes economical criteria for the system optimal stage-wise expansion and their impact on individual project design. For instance, dam volume will depend on dam dimensions while the chosen tunnel width could generally be independent of the dam design. Both may impact cost and timing of individual project and thereby the cost of the whole sequence. Optimal timing of projects may also be linked to optimal definition of project output or capacity, based on matching increasing operating cost with time and load to an expansion step. The principal findings are that the optimal size can be adjusted by a marginal adjustment factor (MAF) to take into account the impact of sequential dependencies between adjacent projects. The calculations should be carried out iteratively within larger sequences, in order to reach optimum size based in optimum timing for projects.
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