2020
DOI: 10.1002/2050-7038.12501
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Reconfiguration of distribution network using discrete particle swarm optimization to reduce voltage fluctuations

Abstract: Summary Reconfiguration of the distribution network (DN) is the changing of status of normally open and close switches for a specific purpose. In this paper, a situation is studied in which a fluctuating load (such as a welder) violates the network power quality (PQ) standards. Therefore, in order to mitigate the emission of the generated flicker, an optimization problem is developed for improving the PQ of the network comprising voltage flicker level and voltage profile in addition to the network power loss a… Show more

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Cited by 8 publications
(3 citation statements)
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References 27 publications
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“…Moreover, reconfiguration can modify the harmonic current flow in branches in a way that the total harmonic distortion of busses [16] and harmonic losses [17] of the DN are improved. Furthermore, reconfiguration can decrease the voltage flicker [18] and the voltage sag [19] by changing the fault current path. Also, reconfiguration in a three-phase DN can improve voltage unbalance and related power losses by changing the phase loads [20,21].…”
Section: Literature Reviewmentioning
confidence: 99%
“…Moreover, reconfiguration can modify the harmonic current flow in branches in a way that the total harmonic distortion of busses [16] and harmonic losses [17] of the DN are improved. Furthermore, reconfiguration can decrease the voltage flicker [18] and the voltage sag [19] by changing the fault current path. Also, reconfiguration in a three-phase DN can improve voltage unbalance and related power losses by changing the phase loads [20,21].…”
Section: Literature Reviewmentioning
confidence: 99%
“…Authors in [26], investigated reconfiguration for power loss minimization in unbalanced DN. In [27], the effectiveness of DNR to improve PQ was researched, especially in the case of voltage flicker.…”
Section: Introductionmentioning
confidence: 99%
“…Although not enough, this is usually considered as an initial condition in the majority of DNR models that are solved through heuristics and metaheuristics, such as in Souza et al, 37 Pegado et al, 9 and Zhan et al 38 To overcome this, a second condition can be adopted, such as the determinant of the incidence matrix of the system in the new configuration, 15 checking if the current topology guarantees that there is only one way between the source bus and the terminal busses. This last model (determinant) is widely used, as presented in Abdelaziz et al, 8 Rahimi Pour Behbahani et al, 39 and Bagheri Tolabi et al, 40 where it is the only condition considered to assure radiality. Slightly variations of the use of incidence matrix or the total busses ‐ 1 are also presented, such as in Jakus et al 41 There are also some papers that suggest the use of a set of prohibited vectors, indicating switches that tend to island some busses of the system, as in Swarnkar et al 42 Other methods, such as “path‐to‐node,” 43,44 graph theory, 45,46 and depth first‐search (DFS) 47 are also studied in the literature.…”
Section: Introductionmentioning
confidence: 99%