2021
DOI: 10.1016/j.segan.2021.100476
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Adaptive robust operation of the active distribution network including renewable and flexible sources

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Cited by 42 publications
(79 citation statements)
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“…Finally, the point corresponding to the best compromise solution among the mentioned functions is equal to the maximum value of  for all values selected for weight coefficients [24]. Equations ( 2)-( 12) represent the constraints of the upperlevel problem, where (2)-( 6) refer to the LAC-PF constraints in the SDN [1,7]. These constraints indicate active and reactive power balance at each bus, active and reactive power flow through the distribution line, and voltage angle of the slack bus.…”
Section: Iimodel Of Proposed Problemmentioning
confidence: 99%
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“…Finally, the point corresponding to the best compromise solution among the mentioned functions is equal to the maximum value of  for all values selected for weight coefficients [24]. Equations ( 2)-( 12) represent the constraints of the upperlevel problem, where (2)-( 6) refer to the LAC-PF constraints in the SDN [1,7]. These constraints indicate active and reactive power balance at each bus, active and reactive power flow through the distribution line, and voltage angle of the slack bus.…”
Section: Iimodel Of Proposed Problemmentioning
confidence: 99%
“…The problem is subject to operation constraints of the network and charging and discharging constraints of EVs batteries and chargers. Adopting the adaptive robust optimization (ARO), the authors in [7] put forward a model to optimally schedule an active distribution network (ADN) composed of RDGs and flexible sources (FSs). An optimization model with two objective functions is used in the deterministic programming to minimize the difference between the operating costs of the network and NRDGs and the revenue of the RDG, NRDG, and FS gained by selling active and reactive power (the first objective function).…”
Section: Iintroductionmentioning
confidence: 99%
“…The terms nr and nl represent the number of RESs and loads, respectively. The set of uncertainties for the ith row of the matrix u is defined as follows [33]:…”
Section: A Modeling Of Uncertainties Based On the Ea-aro Techniquementioning
confidence: 99%
“…The robust model solution is optimal only in the worst-case scenario, and this scenario was obtained from the U set. The optimal robust solution and the worst-case scenario were determined simultaneously with the ARO and/or the EA-ARO technique [33]. To better understand this, assume that the deterministic problem model is: (28) In the above problem, z and y are the problem variables, where it was assumed that the value of the variable z is independent of the value of the uncertain parameter ( u ), known as here and now [7].…”
Section: A Modeling Of Uncertainties Based On the Ea-aro Techniquementioning
confidence: 99%
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