Improving Operational Feasibility in Large-Scale Power System Planning

TL;DR

This paper presents a new method for large-scale power system planning that ensures AC feasibility by combining initial approximations with redispatch and reinforcement, considering operational constraints and stability limits.

Contribution

It introduces an approach that integrates power flow approximations into iterative transmission planning, ensuring AC feasibility and stability in large power system models.

Findings

Including transmission losses in initial solutions reduces redispatch needs.

Reactive power constraints did not significantly improve results.

The method guarantees steady-state voltage stability for inverter-dominated systems.

Abstract

Large-scale power system planning mostly uses linearized, active power only approximations of the power flow equations, ignores many operational constraints, and tests the operational feasibility of the resulting systems only under strongly simplifying assumptions. We propose an approach to obtain solutions to large instances of the alternating current capacity expansion problem via redispatch and reinforcement of an initial solution. The problem formulation considers simultaneous expansion of generators, reactive compensation devices, storage systems, and transmission. Furthermore, it includes operational constraints via startup procedures and capability curves of power sources and simplified stability limits via constraints on voltage angle differences and voltage magnitudes. To obtain initial solutions, we test several established and partly modified power flow approximations and integrate them into an approach for iterative transmission expansion planning, thereby obtaining convex formulations. We demonstrate the approach on large problem instances covering the islands of Great Britain and Ireland at the transmission level, for which we extend the open data source to model reactive power. We find that including transmission losses to determine the initial solution is most decisive, as the amount of redispatch and reinforcements necessary to obtain an alternating current feasible solution is reduced, whereas incorporating reactive power constraints did not lead to further improvements. Our approach ensures an alternating current feasible system under weak assumptions, thus guaranteeing steady-state voltage stability and allowing subsequent dynamic grid simulations, which is instrumental for planning stable future inverter-dominated power systems.