2018 Power Systems Computation Conference (PSCC) 2018
DOI: 10.23919/pscc.2018.8442493
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A Centralised Control Method for Tackling Unbalances in Active Distribution Grids

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Cited by 24 publications
(40 citation statements)
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“…The BESS capacity at node 2 is 484 kWh, and the maximum power 484 kW. In this work, we only consider balanced, single-phase system operation, but the framework can be extended to three-phase unbalanced networks as we explain in [24].…”
Section: Case Study -Resultsmentioning
confidence: 99%
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“…The BESS capacity at node 2 is 484 kWh, and the maximum power 484 kW. In this work, we only consider balanced, single-phase system operation, but the framework can be extended to three-phase unbalanced networks as we explain in [24].…”
Section: Case Study -Resultsmentioning
confidence: 99%
“…Subsequently, if the derived solution is not AC feasible, we update the voltages by projecting the solution into the AC feasible manifold [23], and re-run the OPF problem. This reformulation provides a sufficiently accurate approximation of the full AC OPF [25], is computationally tractable [24], and results in AC feasible solutions which can account for uncertainties (see [23] for more details). A single iteration of the BFS is used to replace the AC power-flow constraints in the OPF formulation as follows:…”
Section: Centralized Deterministic Opfmentioning
confidence: 99%
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“…Following our previous work [26], a single iteration of the BFS power-flow method is used to replace the AC powerflow constraints in the OPF formulation. This is written as…”
Section: Centralized Chance-constrained Opfmentioning
confidence: 99%
“…This convex formulation provides a good approximation to the nonlinear AC OPF [2], is computationally tractable even in a three-phase model [26], and results in AC feasible solutions which can account for uncertainties, see [25] and Section II-B.…”
Section: Centralized Chance-constrained Opfmentioning
confidence: 99%