The power and energy systems community is increasingly interested in leveraging emerging computing technologies, including quantum computing, to address challenges in power system optimization, particularly in the context of the Energy Transition. Transitioning to a power system heavily reliant on weather-dependent renewable energy to achieve environmental targets introduces a critical dimension of uncertainty in power system operations, necessitating complex decision-making processes for system operators. Mixed-integer stochastic programming formulations are commonly used to model these uncertainties, but they pose computational challenges.
While some power system optimization problems have been adapted for quantum computing, current hardware limitations restrict their scalability and prevent us from studying large-scale problem instances where a potential quantum advantage may be observed. Instead, this project aims to develop a hybrid quantum-classical algorithmic framework, combining classical high-performance computing (HPC) and quantum processing units, to enhance the computational viability of mixed-integer stochastic programs in power system modeling. The focus will be on characterizing the convergence properties and potential computational advantages of these algorithms, as well as identifying their limitations, particularly in noisy quantum computing environments. Your work will involve experimentation with gate-based quantum computers to solve operational power system optimization problems.
You will primarily contribute to the Intelligent Energy Systems program within the
Electrical Energy Systems group. This project is supported by
SURF and, therefore, you will have the opportunity to interact with teams of experts from SURF.