A novel feasible-path method solves optimal power flow in reduced space by directly enforcing power flow equations and softly penalizing operational constraints via Augmented Lagrangian, with GPU acceleration for the reduced Hessian.
Real-time nonlinear optimization as a generalized equation,
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A Feasible Reduced Space Method for Real-Time Optimal Power Flow
A novel feasible-path method solves optimal power flow in reduced space by directly enforcing power flow equations and softly penalizing operational constraints via Augmented Lagrangian, with GPU acceleration for the reduced Hessian.