Vladan Ristić, Nikola Rajaković
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引用次数: 1

摘要

在过去的十年中,生态意识的明显增强导致了人类日常生活的许多领域需要适应,以适应新发展的环境趋势。这种必要性突出的一个领域是电力工程,在这个领域,首先是对生产系统的理解受到影响,关于远离传统能源和倾向于更可接受的可再生能源的转变正在发生。然而,除了这些资源不可否认的生态可持续性外,还需要考虑其利用的财务可持续性,这就是为什么本文的主题是在虚构的需求区域需要供应的情况下,以这些能力生产能源的成本最小化。假设该地区与输配电网络分离,分析消费的唯一能源来源是位于研究地区附近的风能、太阳能和水力发电厂。以拉格朗日乘数法优化为目标,选取各电站全年每小时发电功率的合理分配,使满足需求的年总成本尽可能低。此外,考虑到目前推广的旨在鼓励潜在投资者进行包括可再生能源的项目的方法,可再生能源在上网电价中所占份额的不同情况各不相同。最后,为了提供对优化过程的全面洞察,对于一年中随机选择的小时和上网电价在发电能力中的份额,所描述的工厂和应用所选择的优化技术所需的倍增器的生产功率的计算过程被封闭。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Primena Lagranžove optimizacije na problematiku proizvodnje energije iz obnovljivih izvora
The apparent increase of ecological awareness during the previous decade has led to the need for adaptation of numerous areas of everyday human lives, so they fit the newly developed environmental tendencies. One of the areas in which this necessity was prominent was the power engineering, where, above all, the understanding of production systems was affected, with the turnabout regarding the distancing from the conventional sources and inclining towards the more acceptable renewable sources taking place. However, alongside the undeniable ecological sustainability of these sources, the financial sustainability of their utilization needs to be considered as well, which is why the subject of this paper is the minimization of costs of energy production in these capacities, if the fictious demand area needed to be supplied. It was assumed that this area is separated from transmission and distribution network, with the sole source of energy for the analyzed consumption being the wind, solar and hydro power plants, located in the close vicinity of the examined area. As the objective of the optimization, performed by the method of Lagrange multipliers, the appropriate apportioning of the generation powers in these plants for every hour during the year was selected, so the total yearly costs of supplying the demand were as low as possible. Also, considering the currently promoted methods intended for encouragement of the potential investors to proceed with the projects that encompass renewable sources, the different cases for which the share of renewables included in the feed-in tariff was varied. Finally, in order to provide the full insight into the optimization procedure, for the randomly selected hour of the year and share of feed-in tariff in the generation capacities, the process of calculation of production powers in the described plants and multipliers needed for application of the selected optimization technique was enclosed.
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