论文标题

用于强大系统识别电力系统的贝叶斯物理信息信息网络

Bayesian Physics-Informed Neural Networks for Robust System Identification of Power Systems

论文作者

Stock, Simon, Stiasny, Jochen, Babazadeh, Davood, Becker, Christian, Chatzivasileiadis, Spyros

论文摘要

据我们所知,本文首次介绍了贝叶斯物理学的神经网络,用于电源系统中的应用。贝叶斯物理知识的神经网络(BPINNS)结合了物理知识神经网络(PINNS)的优势,对噪声和缺少数据具有稳健性,并进行了贝叶斯建模,从而为其产出提供了置信度。这样的置信度度量对于安全系统(例如电力系统)的运行可能非常有价值,因为它为神经网络输出提供了一定程度的信任度。本文使用单个机器无限总线系统作为指导示例,将BPINN应用于系统惯性和阻尼的强大识别。本文的目的是介绍该概念并探讨与现有方法相比,Bpinns的优势和劣势。我们将Bpinns与Pinns和最近流行的系统识别方法Sindy进行了比较。我们发现,Bpinns和Pinns对所有噪声水平都具有鲁棒性,与Sindy相比,对系统惯性和阻尼的估计值明显较低,尤其是随着噪声水平的增加。

This paper introduces for the first time, to the best of our knowledge, the Bayesian Physics-Informed Neural Networks for applications in power systems. Bayesian Physics-Informed Neural Networks (BPINNs) combine the advantages of Physics-Informed Neural Networks (PINNs), being robust to noise and missing data, with Bayesian modeling, delivering a confidence measure for their output. Such a confidence measure can be very valuable for the operation of safety critical systems, such as power systems, as it offers a degree of trustworthiness for the neural network output. This paper applies the BPINNs for robust identification of the system inertia and damping, using a single machine infinite bus system as the guiding example. The goal of this paper is to introduce the concept and explore the strengths and weaknesses of BPINNs compared to existing methods. We compare BPINNs with the PINNs and the recently popular method for system identification, SINDy. We find that BPINNs and PINNs are robust against all noise levels, delivering estimates of the system inertia and damping with significantly lower error compared to SINDy, especially as the noise levels increases.

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