Due to the high proportion of power electronic devices integrated into the grid

the reactive voltage stability issue in new power systems has become increasingly prominent. However

most dispatch models that consider reactive voltage suffer from approximation errors

making their optimal solutions fail to satisfy the AC power flow equations. To obtain an AC feasible solution that simultaneously meets the AC power flow equations and feasibility constraints

this paper proposes a general AC feasibility restoration algorithm. This algorithm can derive an AC feasible solution that is closest to the given dispatch solution by making minor adjustments to variables such as the active power output and reactive power output of the units based on the dispatch solution. For DC dispatch solutions that do not include reactive voltage

the method establishes an AC power flow restoration model. After obtaining the best matching AC state variables

it performs power flow calculations to ensure the solution satisfies the AC power flow equations. For AC power flows that do not meet feasibility constraints

the method establishes a feasibility constraint restoration model to ensure they meet the feasibility constraints. Finally

simulations are conducted based on the IEEE-30 and IEEE-118 systems for 8 760 hourly period covering the entire year

demonstrating the effectiveness of the proposed method.