TY - UNPB
T1 - Distributed control of DC grids
T2 - integrating prosumers motives
AU - Cucuzzella, M.
AU - Kosaraju, K. C.
AU - Bouman, T.
AU - Schuitema, G.
AU - Johnson-Zawadzki, S.
AU - Fischione, C.
AU - Steg, L.
AU - Scherpen, J. M.A.
PY - 2019/12/16
Y1 - 2019/12/16
N2 - In this paper, a novel distributed control strategy addressing a (feasible) social-physical welfare problem in Direct Current (DC) smart grids is proposed, which is based on physical, technical and social aspects of the grid. Firstly, we formulate a (convex) optimization problem that allows prosumers to share power - and the financial and psycho-social costs and benefits associated with the generation and consumption of power - with each other, taking into account the technical, physical and social aspects and constraints of the grid (e.g., stability, safety, user preferences). Secondly, we design a controller whose (unforced) dynamics represent the continuous time primal-dual dynamics of the considered optimization problem. Thirdly, a passive interconnection between the physical grid and the controller is presented. Global asymptotic convergence of the closed-loop system to the desired steady-state is proved and simulations illustrate and confirm the theoretical results.
AB - In this paper, a novel distributed control strategy addressing a (feasible) social-physical welfare problem in Direct Current (DC) smart grids is proposed, which is based on physical, technical and social aspects of the grid. Firstly, we formulate a (convex) optimization problem that allows prosumers to share power - and the financial and psycho-social costs and benefits associated with the generation and consumption of power - with each other, taking into account the technical, physical and social aspects and constraints of the grid (e.g., stability, safety, user preferences). Secondly, we design a controller whose (unforced) dynamics represent the continuous time primal-dual dynamics of the considered optimization problem. Thirdly, a passive interconnection between the physical grid and the controller is presented. Global asymptotic convergence of the closed-loop system to the desired steady-state is proved and simulations illustrate and confirm the theoretical results.
KW - DC power systems
KW - Distributed control
KW - Social factors
U2 - 10.48550/arXiv.1912.07341
DO - 10.48550/arXiv.1912.07341
M3 - Preprint
BT - Distributed control of DC grids
PB - arXiv
ER -