Feasible Islanding Operation of Electric Networks with Large Penetration of Renewable Energy Sources considering Security Constraints

Abstract

The high penetration of Renewable Energy Sources into electric networks shows new perspectives for the network’s management: among others, exploiting them as resources for network’s security in emergency situations. The paper focuses on the frequency stability of a portion of the grid when it remains islanded following a major fault. It proposes an optimization algorithm that considers the frequency reaction of the relevant components and minimizes the total costs of their shedding. The algorithm predicts the final frequency of the island and the active power profiles of the remaining generators and demands. It is formulated as a Mixed-Integer Non-Linear Programming problem and the high computation time due to a large-size problem is mitigated through a simplified linear version of the model that filters the integer variables. The algorithm is designed to operate on-line and preventively compute the optimal shedding actions to be engaged when islanding occurs. The algorithm is validated for a typical distribution grid: the minimum amount of shedding actions is obtained while the most frequency reactive resources are maintained in operation to assure a feasible frequency. Finally, time-domain simulations show that the optimal solution corresponds to the one at the end of the network’s transients following the islanding.

WAMS-Supported Power Mismatch Optimization for Secure Intentional Islanding

“…For this purpose, we used mixed-integer linear programming (MILP), which is widely used in various energy management system applications. Its simplicity and efficiency make it applicable in areas such as ICI [10,21], post-disaster utility reaction [25], peak operation of gas-fired generating units [26], using renewable energy sources (RES) for frequency stability in an islanded network following a major fault [27] or even minimizing CO 2 emissions from the steelwork industry [28].…”