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低碳园区综合能源系统捕碳-储能优化配置

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为降低园区综合能源系统的碳排放量,提升园区新能源消纳水平,文中提出一种面向园区综合能源系统的捕碳-储能联合系统优化配置方法 首先,介绍捕碳-储能联合系统的运行原理及配置方法;其次,利用KL散度(Kullback-Leibler divergence,KLD)描述新能源出力的不确定性,从系统投资、运维、弃风光惩罚以及碳交易成本出发,以园区综合能源系统总成本最小为主目标,以捕碳-储能联合系统投资、运维成本最小为子目标,构建园区综合能源系统捕碳-储能联合系统优化规划模型;最后,利用分布鲁棒优化方法对模型进行求解,通过比较不同场景下模型的经济性、碳减排量以及弃风、弃光效果,验证文中所提模型在园区碳减排和新能源消纳方面的优势.
Optimal planning of the carbon capture-energy storage joint system for integrated energy system in a low-carbon park
In order to reduce the carbon emission of the integrated energy system in the park and to increase the new energy consumption,a novel planning method to optimize the carbon capture-energy storage joint system is proposed in this paper.Firstly,the operating principle and plan method of a carbon capture-energy storage joint system is introduced.Secondly,the Kullback-Leibler divergence(KLD)is used to illustrate the uncertainty of the new energy.Based on this,the optimal planning model of the carbon capture-energy storage joint system for the integrated energy system is proposed from the aspects of system investment,the operation and maintenance cost,the penalties of tripping the wind and photovoltaic power and the carbon trading cost.In the planning model,the overall cost of the integrated energy system is the main goal and the investment and maintenance cost of the carbon capture-energy storage joint system is the sub-goal.Finally,the distributed robust optimization method is utilized to solve the model,and the advantages of the proposed model on carbon emission reduction and new energy consumption are demonstrated by comparing the economy,emission reduction and new energy tripped under different scenarios.

integrated energy systemcarbon capture-energy storage joint systemdistributed robust optimizationKullback-Leibler divergence(KLD)carbon emission reductionnew energy consumption

汪龙、邱巍、许欣宇、秦景辉、孙晓荣

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国网江苏省电力有限公司无锡供电分公司,江苏无锡 214061

河海大学电气与动力工程学院,江苏南京 211100

综合能源系统 捕碳-储能联合系统 分布鲁棒优化 KL散度(KLD) 碳减排 新能源消纳

2024

电力工程技术
江苏省电力公司 江苏省电机工程学会

电力工程技术

CSTPCD北大核心
影响因子:0.969
ISSN:2096-3203
年,卷(期):2024.43(6)