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arXiv 2410.09166eess.SYcs.SY
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面向电力系统电池优化的输入凸神经网络建模

Towards Input-Convex Neural Network Modeling for Battery Optimization in Power Systems

University of Vermont(佛蒙特大学)

Arash Omidi, Tanmay Mishra, Mads R. Almassalkhi

AI总结:

本文提出利用输入凸神经网络建模非线性电池效率,以提升电力系统中电池优化的可行性与最优性。

摘要:

电池储能系统(BESS)因其动态平衡供应的能力,日益在将可再生能源整合到电网中发挥重要作用。电网连接的电池通常使用功率转换器,其中部分负载效率呈现非线性变化。尽管这种非线性可以被高精度地建模,但对优化提出了挑战,尤其是在确保计算可行性方面。在本文中,我们考虑了一种基于能量水库模型(ERM)的非线性BESS公式。引入了一种数据驱动的方法,使用输入凸神经网络(ICNN)来近似非线性效率为凸函数。利用凸函数的epigraph生成电池ERM优化的凸规划。这种放松的ICNN方法应用于两个电池优化应用场景:光伏平滑和收益最大化,并与三种其他ERM公式(非线性、线性和混合整数)进行比较。具体而言,基于ICNN的方法在两个应用场景中均表现出有希望的可行性和最优性结果。

英文摘要:

Battery energy storage systems (BESS) play an increasingly vital role in integrating renewable generation into power grids due to their ability to dynamically balance supply. Grid-tied batteries typically employ power converters, where part-load efficiencies vary non-linearly. While this non-linearity can be modeled with high accuracy, it poses challenges for optimization, particularly in ensuring computational tractability. In this paper, we consider a non-linear BESS formulation based on the Energy Reservoir Model (ERM). A data-driven approach is introduced with the input-convex neural network (ICNN) to approximate the nonlinear efficiency with a convex function. The epigraph of the convex function is used to engender a convex program for battery ERM optimization. This relaxed ICNN method is applied to two battery optimization use-cases: PV smoothing and revenue maximization, and it is compared with three other ERM formulations (nonlinear, linear, and mixed-integer). Specifically, ICNN-based methods appear to be promising for future battery optimization with desirable feasibility and optimality outcomes across both use-cases.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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