内嵌运行优化的降温负荷需求响应设备投资方法
作者:
作者单位:

1.国网重庆市电力公司;2.输配电装备及系统安全与新技术国家重点实验室重庆大学电气工程学院

中图分类号:

U448.213???????

基金项目:

国网重庆市电力公司科技项目(电力市场环境下空调负荷需求响应价值分析及激励机制研究,No. SGCQ0000DKJS2100217);国家自然科学基金项目(竞争性售电服务市场基础理论与关键技术, U2066209)


Study on Investment Method of Cooling Electric Load Demand Response Equipment Embedded with Operation Optimization
Author:
Affiliation:

1.State Grid Chongqing Electric Power Company;2.State Key Laboratory of Power Transmission Equipment System Security and New Technology,Chongqing University

Fund Project:

the Science and Technology Project of State Grid Chongqing Electric Power Company (Study on Value Analysis and Incentive Mechanism of Air Conditioning Load Demand Response in Electricity Market Environment, No. SGCQ0000DKJS2100217), and National Natural Science Foundation of China (NSFC) (Fundamental theory and technology of competitive retail market for electricity service, U2066209).

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    摘要:

    随电力市场改革的进一步推进,分时电价等政策的出台为需求响应技术的应用发展提供了有利的市场环境。以蓄冷空调系统为代表的降温负荷需求响应设备可有效缓解电力供需平衡的难题。降温负荷的需求响应能力及潜在效益与其需求响应设备的投资规划及运行方法紧密相关。现有基于蓄冷技术的需求响应设备投资规划方法多考虑单一的设备类型,基于固定或简化的系统运行策略与设备运行特性进行运行模拟,难以实现不同类型设备组合与用户冷负荷需求特性的最优匹配,导致系统需求响应能力的优化空间受限,无法充分发挥其经济性价值。因此,本文研究内嵌运行策略优化的降温负荷需求响应设备统一投资规划建模方法。本文以蓄冷空调系统为降温负荷需求响应的设备基础,提出电力市场环境下计及多类制冷与蓄冷设备的蓄冷空调系统运行策略优化模型,并基于此,提出一种考虑多场景运行策略优化的降温负荷需求响应设备投资规划优化模型。首先,针对运行策略优化模型,考虑到设备工况切换特征,本文通过在模型引入整数变量来指示各类设备所处工况,从而实现不同设备工况的灵活组合与切换;考虑到制冷机组输入电量与输出冷量的非线性关系,本文采用分段线性化技术处理制冷机组的非线性运行特性,从而构建混合整数线性规划模型。其次,针对投资规划优化模型,本文以典型场景的形式考虑多个运行策略优化模型的约束,以用户投资运行总成本最小化为优化目标,统筹考虑电价政策、冷负荷需求特性、相关设备的投资成本与工作特性,通过基于大M法的线性化建模方法,有效解析设备投资与运行变量的耦合约束,最终建立一个混合整数线性规划模型,可采用商业求解器实现高效求解。算例分析对比了考虑不同运行策略的设备投资优化结果,结果表明,在每个典型运行场景下,内嵌运行策略优化模型可以使系统根据各个运行场景的价格与负荷特性灵活调整运行方式,优化用户冷负荷需求的供应方式,实现降温负荷对电价信号的灵活响应,节约系统运行成本。从而,在系统规划模型中,相比于内嵌其他典型运行策略,内嵌本文所提优化运行策略时,系统总投资运行成本最低,相应系统投资效益最高。因此,在蓄冷系统投资规划时,有必要协同考虑系统运行策略的优化,以典型场景的形式考虑系统的运行情况与相应成本,可有效降低系统的投资运行总成本,优化用电负荷曲线,充分发挥冰蓄冷空调技术的应用价值。

    Abstract:

    With the further advancement of electricity market reform, the introduction of policies such as time-of-use price has provided a favorable market environment for the development of demand response technology applications. Demand response equipment for cooling power loads, represented by cold storage air conditioning systems, can effectively alleviate the challenge of balancing power supply and demand. The demand response capability and potential benefits of cooling power loads are closely related to the investment planning and operation methods of demand response equipment. The existing investment planning methods for demand response equipment based on cooling storage technology mostly consider a single equipment type and carry out operational simulations based on fixed or simplified system operation strategies and equipment operation characteristics, which makes it difficult to optimize the combination of different types of equipment to suit the demand characteristics of the customer's cooling load, resulting in limited space for optimization of the system's demand response capability and failure to give full play to its economic value. Therefore, this paper investigates a unified investment planning modelling approach for cooling power load demand response equipment that considers the optimization of operating strategies. We take the cold storage air-conditioning system as the basis for the cooling load demand response equipment, and carry out research on the operation strategy optimization method and the optimal investment planning method of the cold storage air-conditioning system. Firstly, this paper briefly analyses the working principle and typical operation strategy of the cold storage air-conditioning system. Based on this, it proposes a model for optimizing the operation strategy of the cold storage air-conditioning system, or the demand response model for cooling loads, taking into account multiple types of chiller and cold storage equipment in the electricity market environment. Considering the switching characteristics of equipment working conditions, the proposed model indicates the working conditions of equipment by introducing integer variables, thus realizing flexible combination and switching of different working conditions of equipment; considering the non-linear relationship between the input power and output cooling capacity of chillers, the proposed model adopts segmental linearization technology to deal with the non-linear operating characteristics of chiller. Thus it constructs a mixed integer linear programming model to optimize the supply of the customer's cooling load demand, achieve a flexible response of the cooling power load to the electricity price signal and save electricity costs. Secondly, this paper constructs a demand response equipment investment planning model embedded with a unified operation strategy optimization model. The model takes the minimization of the total cost of customer investment and operation as the optimization objective, takes into account the tariff policy, the demand characteristics of the cold load, the investment cost and operating characteristics of the relevant equipment. It effectively resolves the coupling constraints between equipment investment and operation variables through a linear modelling method based on the Big M method, and finally establishes a mixed integer linear programming model, which can be efficiently solved by using a commercial solver. The example analysis compares the results of equipment investment considering different operating strategies. The results show that when the optimization strategy proposed in this paper is considered, the system can be flexibly adjusted according to the price and load characteristics of each operating scenario, with the lowest total system investment operating costs and the highest corresponding system investment benefits. Therefore, it is necessary to consider the optimization operation strategy in conjunction with the investment planning of the cold storage system, which can effectively reduce the total system investment and operation cost, optimize the electricity load curve and give full play to the application value of the ice storage air-conditioning technology.

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  • 收稿日期:2022-04-04
  • 最后修改日期:2022-05-14
  • 录用日期:2022-05-30
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