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Solving grid congestion is a continuous challenge for Transmission System Operators (TSOs), who are responsible for developing, maintaining, and operating the high-voltage electricity grid. They play the crucial role of ensuring efficient electricity transmission from power generation to low-voltage distribution networks and major customers. To this end, solving network congestion problems is essential.
A grid congestion occurs when the current through a transmission line exceeds its maximum capacity, for example, due to high electricity demand during peak periods. In these cases, the transmission line is overloaded, which not only makes it less efficient because of the increasing Joule heating but can also create unacceptable sag of the transmission line. And worse than damaging equipment and the surroundings, congestion can also, when too severe, cause the line to fail and disconnect from the grid, leading to further congestion on other lines, cascading failures, and ultimately blackouts.
While grid congestion is not a new concern for TSOs, the risk of overloaded transmission lines tends to increase over time due to the current evolution of the electrical grid:
Over the long haul, TSOs can make long-term grid investments to anticipate potential congestion locations and adequately upgrade their infrastructure by constructing new transmission lines to increase the power capacity where it is most needed. To know more about it, we recommend you to read The innovative grid planning methodology behind FlexPlan Project: modelling and scenario framework.
In the shorter term, new transmission lines cannot be built to solve congestion, but other solutions exist to avoid overloading of the existing lines as much as possible. The remedial action (RA) means available to TSOs in grid operation notably include the following:
Among these possibilities, let us note that most often:
Figure 1: Topology reconfiguration
Let us illustrate this complexity with topological actions. In transmission electricity networks, lines are interconnected with each other at substations. It is also through substations that generation is connected to the grid, and that voltage is lowered to interface with lower-voltage distribution networks or industrial loads. A substation can include several busbars (e.g., a double busbar configuration) which can be coupled or decoupled from each other. When those busbars are decoupled, they allow the substation to be electrically split, as illustrated in substation A of the right-hand drawing from Figure 1.
Considering substation A in the image above, which includes two busbars, four transmission lines, one generation connection point, and one consumption connection point, we can calculate a total of 26 = 64 potential topological re-configurations for this substation. Accounting for symmetry, we can subtract half of these configurations, leaving us with 32 distinct reconfigurations. As we extend this analysis to encompass all substations in the grid, it becomes evident that the number of different grid topologies grows exponentially with the number of substations that can be split, as illustrated in Figure 2.
Naturally, some configurations don’t make sense from an operational and/or power flow point of view. The huge number of configurations nevertheless represents a major obstacle for using common mathematical optimization techniques (such as Optimal Power Flow) to determine the optimal grid configuration for congestion reduction.
Figure 2: Number of potential grid topologies for a grid with 36 substations according to the number of substations simultaneously split.
(Source used The list of available environments from Grid2Op)
After investigating several mathematical optimization and reinforcement learning approaches, N-SIDE has developed a decision-support software to reduce congestion using most of the above-mentioned action means. The algorithm can minimize overloads both in the base case and after N-1 contingencies, taking into account potential incidents such as a tree falling on a line and disconnecting it from the grid.
With day-ahead (preventive RA) or close-to-real-time capabilities (preventive and curative RA), the algorithm is robust to unprecedented topologies or load/generation profiles, and has a customizable objective function. Let us not forget the forward-looking capabilities (also called “time-coupling”): the algorithm can identify the best time to perform an action, anticipating future congestion and avoiding the back-and-forth on a single asset.
What are the secret ingredients? One of the algorithm's key strengths, among many others, lies in its strong advanced analytics, leveraging a state-of-the-art linearisation of the power flow equations. This approximation, faster than AC power flow but more accurate than the typical DC power flow, has the advantage of keeping track of both active and reactive power and allows many configurations to be filtered out from the initial set of topologies, hence breaking down the complexity of the problem. Furthermore, the algorithm learns on the fly and recycles knowledge from actions already tested in previous optimization runs. Ultimately, it also incorporates business constraints: this helps to further filter out solutions that might be technically feasible from power-flow perspectives, but impractical for the operator’s need.
On top of the algorithm, an easy-to-use demonstration application was built to better visualize the impact of applying the remedial actions suggested by the N-SIDE algorithm. The application displays the grid before (left hand) and after (right hand) optimization. Lines with congestion are recognizable in red, and hovering over them indicates the contingency leading to this congestion, if any. The proposed remedial action(s) are highlighted in pink, and more detailed information can be viewed by hovering over the action.
Finally, the demonstration application displays some Key Performance Indicators (KPIs), entirely customizable, to better quantify the impact of the proposed remedial action(s).
Figure 3: Demonstration app
Core developments have intensified over the past few months, particularly in the context of the L2RPN AI Challenge for Energy transition organized by the Paris Region and RTE, the French TSO.
Throughout the competition, the N-SIDE team dedicated their efforts to the co-optimization of discrete and continuous actions, while keeping execution time fast enough to enable real-time use.
Stay tuned for upcoming articles where we will present the results and delve into the enhanced capabilities of the N-SIDE method!
Noémie holds a Master's degree in Computer Engineering from UCLouvain (Belgium) with a specialization in Artificial Intelligence. She works on industrial and R&D projects involving optimization and machine learning with applications in the energy domain, such as in power system operations.
Noémie VerstraeteAbout Transmission System Operators and Voltage Control. Transmission System Operators (TSOs) are responsible for ...
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