Optimal power flow of a distribution system based on increasingly tight cutting planes added to a second order cone relaxation

By Seddik Yassine Abdelouadoud, R. Girard, F. Neirac, T. Guiot. 2015

68 citations recorded by the source corpus.

Subfields: Electrical and Electronic Engineering

View Paper: https://www.semanticscholar.org/paper/4ee0b64ae8c42b03332d4c40a994f34c2b1d495f

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In Electrical and Electronic Engineering

1. Qifeng Li
2. Vijay Vittal

Citations in the corpus

• Non-Iterative Enhanced SDP Relaxations for Optimal Scheduling of Distributed Energy Storage in Distribution Systems (2017, methodology): “Valid linear cuts are generated for tightening the SOCP relaxation for OPFs in an iterative framework in [16].”
• Convex Hull of the Quadratic Branch AC Power Flow Equations and Its Application in Radial Distribution Networks (2017, methodology): “Based on the BFM in radial networks, reference [11] proposes a set of non-iterative linear cuts to obtain a tight root node for solving the OPF problem in BARON [12]; valid linear cuts are generated iteratively for tightening the SOCP relaxation of OPFs in [13]; Several convex constraints which can ”