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Hierarchical Multi-objective Planning for Integrated Energy Systems in Smart Parks Considering Operational Characteristics

机译:考虑运行特性的智慧园区综合能源系统分层多目标规划

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摘要

An integrated energy system (IES) is considered to be an important supporting technology for emission reduction because it can effectively improve the efficiency of energy utilization and promote its sustainable development. Considering the uncertainties and operational conditions, this paper establishes a bilevel multi-objective optimization model for IES for the Smart Park from the standpoint of economy, technology and environment. The upper level with one objective reflects the economic cost composed of investment, operating and maintenance, etc. The lower level constructs three objectives, including pollution emission, operation costs and renewable energy utilization. Simultaneously, various equality and inequality constraints are addressed to satisfy the technical requirements. In addition, an improved MOEA/D-MC-DC algorithm (Multi Objective Evolutionary Algorithm through Decomposition Based on Monte Carlo and Decoupled Coding, MOEA/D-MC-DC) is presented for handling the complex and nonlinear bilevel multi-objective optimization problems with constraints. A genetic algorithm (GA) is used to solve the upper single objective, while MOEA is employed to cope with the multi-objectives of the lower level. Using three typical IESs in the Smart Park as examples, several simulations are carried out to verify the efficiency, applicability and universality of the proposed model and optimization algorithm. The results show that the proposed method can effectively optimize the configuration of an IES in various Smart Parks.
机译:一个完整的能源系统(IES)被认为是一个重要的支撑技术减排,因为它能有效提高能源利用的效率促进其可持续发展。不确定性和操作条件下,本文建立了一个二层多目标优化模型IES智能公园从经济的角度来看,技术和环境。反映了组成的经济成本投资、运营和维护等。低水平构造三个目标,包括排污、成本和操作可再生能源的利用率。等式和不等式约束不同写给满足技术要求。此外,一种改进MOEA / D-MC-DC算法(多目标进化算法基于蒙特卡罗和解耦分解编码,MOEA / D-MC-DC)提出了处理复杂和非线性二层多目标约束优化问题。算法是用来解决上单目标,而MOEA是用来应付低水平的目标。三种典型IESs智能公园为例,几个模拟进行验证效率、适用性和普遍性的提出模型和优化算法。结果表明,该方法可以有效的优化配置在各种智能公园。

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