2017
DOI: 10.1109/tpwrs.2016.2613479
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Dynamic Appliances Scheduling in Collaborative MicroGrids System

Abstract: In this paper a new approach which is based on a collaborative system of MicroGrids (MG’s), is proposed to enable household appliance scheduling. To achieve this, appliances are categorized into flexible and non-flexible Deferrable Loads (DL’s), according to their electrical components. We propose a dynamic scheduling algorithm where users can systematically manage the operation of their electric appliances. The main challenge is to develop a flattening function calculus (reshaping) for both flexible and non-f… Show more

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Cited by 26 publications
(20 citation statements)
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References 29 publications
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“…To set the operation time of each shiftable load optimally, the load shifts are controlled by OSs. OSs in [46,47] schedule the operation time of loads to reduce PS's peak power consumption and to flatten the load profile. The OS in [47] optimally schedules the group of household appliances connected to a microgrid.…”
Section: Ps Oss Regulating the Power Consumption During The Optimizatmentioning
confidence: 99%
See 1 more Smart Citation
“…To set the operation time of each shiftable load optimally, the load shifts are controlled by OSs. OSs in [46,47] schedule the operation time of loads to reduce PS's peak power consumption and to flatten the load profile. The OS in [47] optimally schedules the group of household appliances connected to a microgrid.…”
Section: Ps Oss Regulating the Power Consumption During The Optimizatmentioning
confidence: 99%
“…OSs in [46,47] schedule the operation time of loads to reduce PS's peak power consumption and to flatten the load profile. The OS in [47] optimally schedules the group of household appliances connected to a microgrid. To achieve optimal scheduling, the OS categorizes the appliances into flexible and non-flexible deferrable loads, according to their electrical components.…”
Section: Ps Oss Regulating the Power Consumption During The Optimizatmentioning
confidence: 99%
“…Equations (16) and (17) set the charge/discharge modes when the power consumed by the household loads is lower/higher than the power generated by the renewable generation units; Equation (18) maintains the power of the unit between prespecified limits; Equation (19) guarantees the charge and discharge modes are not simultaneously activated; Equations (20) and (21) account for the unit capacity to charge and discharge; finally, Equation (22) represents the active power of the unit at interval t + 1. It is important to mention that the multi-objective nature of GAs allows the inclusion of new objective functions and constraints without modifying the algorithm structure.…”
Section: Energy Storage Unitmentioning
confidence: 99%
“…A drawback of the former is that it cannot be applied to household appliances with fixed operating times, limiting its applicability, whereas the latter does not consider renewable energy generation and uses simplistic models of the household appliances. The NSGA-II algorithm is also used in [16], where a set of microgrids sent their corresponding load curve to an operating center for flattening purposes, then, dynamic appliance scheduling was carried out by sequentially solving two optimization problems: one for the non-flexible loads and one for the flexible loads; a Pareto front is generated based on the minimization of a load flattening function and the delay to supply the household appliances; a PV generation is also considered using a simplified model of negative load power. Just recently, fuzzy logic combined with optimization techniques and supervisory control strategies have been applied for cost, energy consumption, and peak-to-average ratio reduction [17,18].…”
Section: Introductionmentioning
confidence: 99%
“…Therefore, space-dependency is another factor that needs to be incorporated into the optimization process. Solving problems in both space and time requires a suitable multi-objective optimization solution, such as NSGA-II [20, 21]. In this paper, and for the sake of simplicity, we extend the K-mean solution into two successive multi-objective clustering processes.…”
Section: Introductionmentioning
confidence: 99%