Multi-objective probabilistic distribution feeder reconfiguration considering wind power plants

•Investigating Wind Turbine (WT) effect on Multi-objective Distribution Feeder Reconfiguration (MDFR).•Considering the uncertainty of loads and WTs by Point Estimate Method through MDFR problem.•Proposing a novel self adaptive modification approach based on Teacher Learning Optimization (TLO).•Utili...

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Published in:International journal of electrical power & energy systems Vol. 55; pp. 680 - 691
Main Authors: Kavousi-Fard, Abdollah, Niknam, Taher, khosravi, Abbas
Format: Journal Article
Language:English
Published: Oxford Elsevier Ltd 01.02.2014
Elsevier
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ISSN:0142-0615, 1879-3517
Online Access:Get full text
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Summary:•Investigating Wind Turbine (WT) effect on Multi-objective Distribution Feeder Reconfiguration (MDFR).•Considering the uncertainty of loads and WTs by Point Estimate Method through MDFR problem.•Proposing a novel self adaptive modification approach based on Teacher Learning Optimization (TLO).•Utilization of TLO to solve MDFR considering WT for the first time. This paper proposes an efficient probabilistic approach to investigate the multi-objective Distribution Feeder Reconfiguration (DFR) considering Wind Turbines (WTs). The proposed probabilistic method considers the uncertainty regarding the active and reactive load forecast errors as well as the WT output power variations concurrently. In this regard, 2m Point Estimate Method (PEM) as a proper probabilistic technique is utilized to properly model the uncertainty. The objective functions are the total active power losses, voltage deviation, total cost including the grid and WTs and the emission. In addition, a new optimization method based on Self Adaptive Modified Teacher Learning Optimization (SAMTLO) algorithm is proposed to solve the Multi-objective Probabilistic DFR (MPDFR) problem while the simultaneous effect of WTs is considered. In the proposed algorithm, a novel self adaptive modification phase is proposed to improve the overall ability of the algorithm for optimization applications. As the investigated problem is a kind of nonlinear constrained multi-objective optimization problem with conflicting objectives, the idea of Pareto-optimality is utilized to find the set of optimal solutions. The effectiveness and efficiency of the proposed method are demonstrated for two different test systems as case studies.
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ISSN:0142-0615
1879-3517
DOI:10.1016/j.ijepes.2013.10.028