4.2 Article

Optimal Transmission Switching Considering N-1 Contingencies on Power Transmission Lines

期刊

IEEE LATIN AMERICA TRANSACTIONS
卷 19, 期 4, 页码 534-541

出版社

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TLA.2021.9448535

关键词

Switches; Power transmission lines; Electrical engineering; IEEE transactions; Adaptation models; Silicon compounds; Power systems; optimal transmission switching; Optimal power flow; contingency analysis; economic dispatch

资金

  1. Universidad Politecnica Salesiana
  2. Grupo de Investigacion en Redes Electricas Inteligentes

向作者/读者索取更多资源

Optimal transmission switching allows for various analyses to improve electrical power system functionality, including contingency analysis to increase system flexibility through changes in network topology and power flow redirection. The research in this article focuses on the impact of transmission line switching on loadability and voltage angles, using optimal DC power flows as a mixed-integer linear program problem. Results show a small number of unviable solutions prior to implementation of switching actions, indicating the potential of applying line switching post-contingency while maintaining load and minimizing costs.
Optimal transmission switching allows to make different types of analysis focused on improving the functionality of electrical power systems. The implementation of this method along with contingency analysis seek to increase the flexibility of the electrical system through changes in network topology and power flow redirection. In this article, an analysis is carried out about the impact of transmission line switching in terms of loadability and voltage angles. The optimal transmission switching model used is formulated using optimal DC power flows as a mixed-integer linear program problem. The research considers simple contingencies with the loss of at least one transmission line and it contrasts the results obtained in three scenarios; without contingencies and switching actions, optimal switching without contingencies and optimal switching after a contingency has occurred. The results obtained show a small number of unviable solutions prior to the implementation of switching actions. This exposes the clear possibility of applying line switching even when a contingency has occurred without losing load and keeping costs low.

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