Home > Conference materials > Papers > Model order reduction of transport-dominated systems with rotations using shifted proper orthogonal decomposition and artificial neural networks
Original title:
Model order reduction of transport-dominated systems with rotations using shifted proper orthogonal decomposition and artificial neural networks
Authors:
Kovárnová, A. ; Isoz, Martin Document type: Papers Conference/Event: Seminar on Numerical Analysis, Ostrava (CZ), 20230123
Year:
2023
Language:
eng Abstract:
In the present work, we concentrate on particle-laden flows as an example of industry-relevant transport-dominated systems. Our previously-developed framework for data-driven model order reduction (MOR) of such systems, the shifted proper orthogonal decomposition with interpolation via artificial neural networks, is further extended by improving the handling of general transport operators. First, even with intrusive MOR approaches, the underlying numerical solvers can provide only discrete realizations of transports linked to the movement of individual particles in the system. On the other hand, our MOR methodology requires continuous transport operators. Thus, the original framework was extended by the possibility to reconstruct continuous approximations of known discrete transports via another artificial neural network. Second, the treatment of rotation-comprising transports was significantly improved.
Keywords:
CFD; model order reduction; shifted POD Host item entry: SNA'23 Seminar on Numerical Analysis, ISBN 978-80-86407-85-2