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MILP Formulation for Energy Mix Optimization

机译:用于能量混合优化的MILP配方

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摘要

Energy mix (EM) is a term used to describe a share of different technologies used to meet the demand for electric power and energy. Development of EM is driven by many factors such as economic constraints, technical constraints, environmental requirements, and policy aspects. Therefore, the design of a proper EM is a demanding task, and requires adequate methodology and sophisticated modeling tools. The natural approach to defining the EM is application of optimization methodology. The majority of existing models is based on linear programming (LP). It enables the calculation of the total capacity by technology in a whole power system, but does not allow for estimation of the rated power of a particular power generating unit. Additionally, such an approach limits the development of model to include electrical grid constraints, detailed economic analyses, and consideration of rules of electricity market and power system operation. More sophisticated approaches are based on mixed integer linear programming (MILP). This paper deals with a problem of computational efficiency in MILP formulation of EM optimization. It presents three methods of formulation of binary variables for EM. The first method is based on unit commitment (UC) binary formulation. The second one implements an improvement on UC programming, while the third method introduces a novel approach for binary modeling of EM optimization. This paper delivers detailed mathematical formulations of the methods analyzed, and their evaluation in terms of computational performance and accuracy.
机译:能源混合(EM)是一个术语,用于描述用于满足电力和能源需求的不同技术的份额。新兴市场的发展受到许多因素的驱动,例如经济限制,技术限制,环境要求和政策方面。因此,设计合适的EM是一项艰巨的任务,需要足够的方法论和完善的建模工具。定义EM的自然方法是应用优化方法。现有的大多数模型都基于线性规划(LP)。它可以通过技术来计算整个电力系统中的总容量,但不允许估算特定发电单元的额定功率。另外,这种方法限制了模型的开发,以包括电网约束,详细的经济分析以及对电力市场和电力系统运行规则的考虑。更复杂的方法基于混合整数线性规划(MILP)。本文讨论了EM优化的MILP公式中的计算效率问题。它提出了EM二进制变量的三种表达方法。第一种方法基于单位承诺(UC)二进制公式。第二种方法对UC编程进行了改进,而第三种方法则引入了一种新的EM优化二进​​制建模方法。本文提供了所分析方法的详细数学公式,以及它们在计算性能和准确性方面的评估。

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