Decentral Smart Grid Control

2015 | journal article. A publication with affiliation to the University of Göttingen.

Jump to: Cite & Linked | Documents & Media | Details | Version history

Cite this publication

​Decentral Smart Grid Control​
Schaefer, B.; Matthiae, M.; Timme, M. & Witthaut, D.​ (2015) 
New Journal of Physics17 art. 015002​.​ DOI: https://doi.org/10.1088/1367-2630/17/1/015002 

Documents & Media

NJP_17_1_015002.pdf2 MBAdobe PDF

License

Published Version

Attribution 3.0 CC BY 3.0

Details

Authors
Schaefer, Benjamin; Matthiae, Moritz; Timme, Marc; Witthaut, Dirk
Abstract
Stable operation of complex flow and transportation networks requires balanced supply and demand. For the operation of electric power grids-due to their increasing fraction of renewable energy sources -a pressing challenge is to fit the fluctuations in decentralized supply to the distributed and temporally varying demands. To achieve this goal, common smart grid concepts suggest to collect consumer demand data, centrally evaluate them given current supply and send price information back to customers for them to decide about usage. Besides restrictions regarding cyber security, privacy protection and large required investments, it remains unclear how such central smart grid options guarantee overall stability. Here we propose a Decentral Smart Grid Control, where the price is directly linked to the local grid frequency at each customer. The grid frequency provides all necessary information about the current power balance such that it is sufficient to match supply and demand without the need for a centralized IT infrastructure. We analyze the performance and the dynamical stability of the power grid with such a control system. Our results suggest that the proposed Decentral Smart Grid Control is feasible independent of effective measurement delays, if frequencies are averaged over sufficiently large time intervals.
Issue Date
2015
Status
published
Publisher
Iop Publishing Ltd
Journal
New Journal of Physics 
Organization
Fakultät für Physik 
ISSN
1367-2630

Reference

Citations


Social Media