Suppressing ineffective control actions in optimal power flow problems

Many utilities are still reluctant in adopting optimal power flow (OPF) tools for decision-making in operation. This paper scrutinizes this issue from the perspective of whether all control actions proposed by an OPF are truly effective to an operator. To this end, the paper focuses on suppressing i...

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Vydané v:IET generation, transmission & distribution Ročník 14; číslo 13; s. 2520 - 2527
Hlavný autor: Capitanescu, Florin
Médium: Journal Article
Jazyk:English
Vydavateľské údaje: The Institution of Engineering and Technology 03.07.2020
Wiley
Predmet:
academic ideal models
control actions
decision‐making
integer programming
load flow control
mixed‐integer nonlinear programming problems
nonlinear programming
optimal power flow tool
real‐world system models
Research Article
rigorous optimisation
thermal congestion management
load flow control
integer programming
nonlinear programming
decision-making
academic ideal models
optimal power flow tool
real-world system models
rigorous optimisation
thermal congestion management
control actions
mixed-integer nonlinear programming problems
ISSN:1751-8687, 1751-8695
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Shrnutí:Many utilities are still reluctant in adopting optimal power flow (OPF) tools for decision-making in operation. This paper scrutinizes this issue from the perspective of whether all control actions proposed by an OPF are truly effective to an operator. To this end, the paper focuses on suppressing ineffective control actions in OPF problems. This goal is aligned with the meaning of optimization in practice, that is improvement of operation performance of slightly noisy or imperfectly known real world models. The paper proposes a conceptually different new approach, which computes automatically the number of effective control actions that do not worsen the ideal model OPF objective by more than an operator-specified tolerance. The proposed approach relies on a three-step methodology that solves different OPF problems, in which smooth continuous approximation functions are used to convert the benchmark mixed integer nonlinear programming (MINLP) problems into nonlinear programming (NLP) problems. The proposed approach is compared with two other alternatives for the OPF problem of thermal congestion management using three test systems of 60, 118, and 2746 buses, respectively. The results show that, among the competing approaches, the solutions of the proposed continuous approximation lead to the best trade-off between sub-optimality and computation speed.
ISSN:1751-8687
1751-8695
DOI:10.1049/iet-gtd.2019.1783