Quantum Hamiltonian simulation of linearised Euler equations in complex geometries
Publications
We extended a promising quantum algorithm for solving partial differential equations (PDE), key to modelling fluid, heat, and radiation flows in industrial and scientific applications, to a much broader and realistic class of systems. In particular we showed how to efficiently include obstacles, representing e.g. aircraft wings, or fluid nozzles, in the algorithm, without compromising the potential quantum advantage. We demonstrated the method by generating and executing quantum circuits for a simulation of acoustic wave propagation.
Date: 20 October 2025
Journal/conference link and reference: N/A
