2013
DOI: 10.1016/j.cor.2012.05.006
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An iterated sample construction with path relinking method: Application to switch allocation in electrical distribution networks

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Cited by 15 publications
(15 citation statements)
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“…e.g. : The works [25, 32, 33, 52, 55, 65, 114] have a rather low complexity, since: a) they optimise only one PCD (sectionaliser) from the list of five possible PCD, b) they optimise only one design variable (location) from the list of four possible design variables, and c) they do not consider DG units. The work [89] has a high complexity, since: a) it optimises four PCD (sectionaliser, recloser, fuse, and fault indicator) from the list of five possible PCD, and b) they optimise three design variables (type, location, and time) from the list of four possible design variables. …”
Section: Comparison Of Methodsmentioning
confidence: 99%
“…e.g. : The works [25, 32, 33, 52, 55, 65, 114] have a rather low complexity, since: a) they optimise only one PCD (sectionaliser) from the list of five possible PCD, b) they optimise only one design variable (location) from the list of four possible design variables, and c) they do not consider DG units. The work [89] has a high complexity, since: a) it optimises four PCD (sectionaliser, recloser, fuse, and fault indicator) from the list of five possible PCD, and b) they optimise three design variables (type, location, and time) from the list of four possible design variables. …”
Section: Comparison Of Methodsmentioning
confidence: 99%
“…[Levitin et al(1994)Levitin, Mazal-Tov and Elmakis] introduced this optimization problem and proposed a genetic algorithm to allocate sectionalizers in a radial distribution network. Several other researchers followed the ideas of [Levitin et al(1994)Levitin, Mazal-Tov and Elmak in their proposals of metaheuristics for the SAP, such as simulated annealing [Billinton and Jonnavithula(1996)], iterated sample construction with path relinking [Benavides et al(2013) Benavides, Ritt, Buriol and França], memetic algorithm [Assis et al(2015)Assis, González, Usberti, Lyra, Cavellucci and Zuben], and bee colony algorithm [Aman et al(2016) Aman, Jasmon, Mokhlis and Bakar]. [Abiri-Jahromi et al(2012)Abiri-Jahromi, Fotuh proposed a mixed-integer linear model with an explicit enumeration of the locations of switches, resulting in an exponential number of variables and constraints.…”
Section: Illustrative Examples With Iflowsmentioning
confidence: 99%
“…Owing to the combinatorial nature of the decision variables and the complex, non‐analytical characteristics of the objective function, metaheuristic algorithms have been the most popular choice for solving the switch allocation problem in a reasonable amount of time and with constrained computational resources. Metaheuristics such as simulated annealing [4], genetic algorithms [5, 6], immune algorithms [7], trinary particle swarm optimisation [8, 9], ant colony optimisation [1012], memetic algorithms [13], tabu search [14, 15], shuffled frog‐leaping algorithm [16], and greedy randomised adaptive search procedure (GRASP) [17] have been successfully used to provide quality solutions for the allocation problem, even for large EDS. In addition, other specialised optimisation strategies have been proposed to solve simplified cases of the switch allocation problem, e.g.…”
Section: Introductionmentioning
confidence: 99%
“…Customer‐oriented reliability indices such as SAIDI and SAIFI have been explicitly minimised by authors in [46, 10, 21, 22]. Other reliability indices considered in the specialised literature are the EENS [4, 11, 13, 17, 18], the Expected Outage Cost (ECOST) [4, 79, 20], and other reliability costs associated with customer interruptions and unsupplied demand, calculated for each allocation proposal [7, 12, 1416, 19]. Furthermore, most authors have also considered in the objective function the cost of purchasing, installing, and maintaining the allocated switches, i.e.…”
Section: Introductionmentioning
confidence: 99%