考虑电价不确定性和周期性的制氨电厂调度

IF 5.4 Q2 ENERGY & FUELS
Shunchao Wang , Pengfei Zhang , Tuo Zhuo , Hua Ye
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引用次数: 0

摘要

开发负担得起且可扩展的储能解决方案对于电力系统脱碳至关重要。将可再生电力转化为氨等化学能源载体引起了学术界和工业界的广泛关注。近年来,世界各地已经构思和开发了许多发电制氨(PtA)装置。PtA工厂是多个电化学过程的集成,每个过程都有一套不同的操作约束和成本结构。考虑到电化学过程的运行特性以及电价的波动性和不确定性,PtA装置运行中的问题之一是PtA装置中氢气缓冲液的优化调度。本文提出了一种两阶段马尔可夫决策过程(MDP)方法。解决了无限优化范围和成本函数的非凹性带来的计算挑战。第一阶段的解决方案基于周期MDP方法,该方法捕捉电价的周期结构。第二阶段的解决方案给出了基于滚动时域MDP方法的最优实时决策。数值结果表明,使用所提出的方法精确表示成本函数和优化范围是必要的,而成本函数的线性化和优化范围的截断会导致与最优性的显著偏差。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Scheduling power-to-ammonia plants considering uncertainty and periodicity of electricity prices

Scheduling power-to-ammonia plants considering uncertainty and periodicity of electricity prices

Developing affordable and scalable energy storage solutions are essential to decarbonizing power systems. The conversion of renewable electricity into chemical energy carriers such as ammonia has attracted extensive attention from academia and industry. Many Power-to-Ammonia (PtA) plants have been conceptualized and developed worldwide in recent years. The PtA plant is an integration of multiple electrochemical processes, each with a distinct set of operational constraints and cost structure. One of the problems in the operation of PtA plants is the optimal scheduling of the hydrogen buffer in PtA plants considering the operational characteristics of electrochemical processes and the volatility and uncertainty of electricity prices. In this paper, a two-stage Markov-Decision-Process (MDP) approach is proposed. The computational challenges brought by the infinite optimization horizon and non-concavity of cost functions are resolved. The first stage solution is based on the periodic MDP approach, which captures the periodic structure of electricity prices. The second stage solution gives optimal real-time decisions based on a rolling-horizon MDP approach. Numerical results show that the accurate representations of the cost functions and the optimization horizon using the proposed method are necessary, while the linearization of cost functions and the truncation of the optimization horizon lead to notable deviations from the optimality.

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来源期刊
Smart Energy
Smart Energy Engineering-Mechanical Engineering
CiteScore
9.20
自引率
0.00%
发文量
29
审稿时长
73 days
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