arrow
Return

Data-Driven Mean-Corrected Recursive Estimation-Based Optimal DER Dispatch for Distribution System Voltage Control

delete
delete0
PRE
AI
H
Haoyi Wang
Y
Yao, Yiyun
Junbo Zhao cover
Junbo Zhao (Junbo Zhao)
F
Fei Ding
DOI:10.1109/TSTE.2025.3570218delete
deleteOriginal
deleteOriginal request for help
deleteShare
deleteSave
Abstract

Abstract

En 中文
Recent advances in smart inverters offer opportunities to mitigate adverse grid impacts caused by high penetrations of distributed photovoltaics (PV) in distribution grids, such as voltage violations. This paper proposes a novel measurement-driven optimal power flow (OPF)-based distributed energy resource management system (DERMS) voltage regulation via recursive sensitivity estimation informed coordinated control of distributed PV inverters. The proposed approach leverages available grid and controllable DER measurements, eliminating reliance on system model information while being adaptive and robust to volatile operating conditions. A mean-corrected recursive ridge regression (MCRRR) algorithm is proposed for sensitivity estimation, continuously refining the sensitivity model through a closed-form solution. It effectively manages varying grid operating conditions, such as changes in power injections and topology reconfiguration, to facilitate a time-varying update of the Load Sensitivity Factors (LSF). The proposed approach is formulated as a linear programming (LP) problem and is thus scalable to larger-scale distribution systems. Its effectiveness and efficiency are demonstrated on a realistic distribution feeder with high PV penetrations in Southern California, USA
Keywords:
Distributed PV
distributed energy resources management
sensitivity estimation
voltage control
mean-corrected recursive regression

Journal

I
IEEE Transactions on Sustainable Energy
IF:
10
Papers:
251
Citations:
0

Organization

N
National Renewable Energy Laboratory
Scholars:
690
Papers: 234
Citations: 1.5W
U
University of Connecticut
Scholars:
2.4W
Papers: 2.2W
Citations: 2.5W
Cited Papers

Cited Papers

No cited papers available