区域综合能源系统两阶段鲁棒优化实验案例教学

Two-stage robust optimization experimental case teaching of regional integrated energy systems

两阶段鲁棒优化可根据不确定性变化动态调整决策,有效改善日前决策保守性,从而为解决新能源不确定性的优化调度问题提供一种方案选择。由于区域综合能源系统两阶段鲁棒优化方法前沿性强、内容复杂度高、学习难度大,传统教学方法难以有效传达其核心概念和应用,无法很好地达到教学目的。为解决这一教学挑战,该文构建了区域综合能源系统仿真实验教学平台,提出了区域综合能源系统两阶段鲁棒优化实验方案,并设计了三个仿真实验案例。通过实验平台建设和案例设计,提升了学生对区域综合能源系统两阶段鲁棒优化方法相关理论知识的理解和认识,增强了学生的综合分析能力和工程实践能力。

[Objective]As one of many uncertain optimization methods,the robust optimization method does not need a specific probability distribution function.Instead,it only needs to master the range of uncertainty to realize the reliable operation of a system.Two-stage robust optimization dynamically adapts decisions in response to evolving uncertainties.This approach significantly enhances the conservative nature of day-ahead decisions,providing an effective scheme to solve the problem of the optimal scheduling of new energy uncertainty.Nonetheless,the advanced and intricate nature of two-stage robust optimization for regional integrated energy systems(RIESs)makes its fundamental principles and practical applications difficult to impart through conventional teaching methods.Its complexity and steep learning curve hinder the effective fulfillment of teaching aims.[Methods]To address this pedagogical challenge,this study develops a simulation experimental teaching platform tailored for RIES.It introduces an experimental scheme based on two-stage robust optimization for such systems.The first optimization stage accounts for the costs associated with starting and stopping units.It aims to optimize both the start–stop cycles of equipment and the energy interactions within the system,thereby establishing the operational states and energy exchanges of the units.Subsequently,the second optimization stage refines the equipment output based on the first stage's scheduling outcomes,seeking the most adverse scenario amidst the fluctuations of uncertain variables.Ultimately,the column-and-constraint generation algorithm is employed iteratively to resolve the two-stage conundrum,deriving the optimal resolution for the original problem.This ensures the system's optimal performance,even when faced with variable uncertainties.[Results]The RIES two-stage robust optimization experiment shows the following:1)Implementing virtual heat storage within the system yields a 4.3%cost reduction compared with systems lacking this feature.The heat pipeline serves as a thermal reservoir,storing inexpensive heat during periods of low demand and releasing it during peak demand.This capability effectively adapts to heat load fluctuations,provides additional resources for system scheduling,facilitates timely heat energy transfer,and enhances the system’s operational flexibility and economic efficiency.2)The two-stage robust control strategy allows for a fine-tuned balance between system conservatism and cost-effectiveness by modulating the uncertainty budget.System operators seeking more conservative outcomes can increase the uncertainty budget to achieve this equilibrium.Conversely,a reduced uncertainty budget leads to more cost-efficient scheduling outcomes.[Conclusions]The two-stage robust optimization experimental platform for RIES establishes a robust foundation for both educational and research pursuits in the realm of RIES optimal scheduling amidst the uncertainties of new energy production.From an educational standpoint,this platform enables students to emulate the optimal operational procedures of RIES,thereby allowing them to gain proficiency in pertinent theoretical concepts and practical skills.It allows for the analysis of system performance and optimization strategies,fostering the enhancement of engineering practices and the cultivation of innovative thinking.In the context of scientific inquiry,the platform serves as a conduit for researchers to engage in design modeling,case studies,and optimization control related to RIES.It provides a venue for the exploration and integration of novel technologies,methodologies,and paradigms,thereby elevating the caliber of scientific research and the capacity for innovation.