A primal–dual penalty-interior-point method for solving the reactive optimal power flow problem with discrete control variables
Abstract The Optimal Reactive Power Flow (ORPF) problem has been used as an important
computational tool for power system planning and operation. Its mixed-discrete version
(DORPF) is formulated as a non-convex, non-linear optimization problem with discrete and
continuous variables, which is aimed at minimizing the transmission losses while meeting
the power demand and enforcing operational and physical limits of the system. Although the
DORPF problem has been solved by a myriad of methods, some of them present …
computational tool for power system planning and operation. Its mixed-discrete version
(DORPF) is formulated as a non-convex, non-linear optimization problem with discrete and
continuous variables, which is aimed at minimizing the transmission losses while meeting
the power demand and enforcing operational and physical limits of the system. Although the
DORPF problem has been solved by a myriad of methods, some of them present …
[引用][C] A primal–dual penalty-interior-point method for solving the reactive optimal power flow problem with discrete control variables
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