The application discloses a second-order cone relaxation-based optimal
power flow solving method containing transient
stability constraints of
wind power, and comprises the following steps: step 1,
wind speed is predicted,
wind power output scenarios are generated by combining Latin
hypercube sampling (LHS), and K-means clustering is used to reduce the scenarios to obtain typical scenarios of
wind power output and corresponding occurrence probabilities, so as to represent and process the uncertainty of wind power; step 2, an initial architecture of a transient stability-constrained optimal
power flow (TSCOPF) model containing an objective function, static constraints and transient
stability constraints is constructed; step 3, a second-order cone relaxation (SOCR) is used for non-convex items in a
power balance equation in the TSCOPF model, and a successive inscribed polygon method is used to reduce a relaxation gap, then, the relaxed
power balance equation is integrated with linear inequality constraints obtained by transformation in step 2 and other static constraints, and the original TSCOPF model is overall converted into a mixed integer second-order
cone programming problem; and step 4, an optimal
power flow solving result satisfying the transient
stability constraints is obtained.