Estimating RANS model uncertainty using machine learning
Jan Heyse, Aashwin Mishra, Gianluca Iaccarino
Abstract
In this work we present a machine-learning strategy developed to estimate the uncertainty introduced by a turbulence model for the prediction of a turbulent separated flows. The approach is based on the introduction of eigenvalue perturbations of the Reynolds stress anisotropy; the amount of perturbation is predicted by a random forest algorithm trained on high-fidelity simulations of the flow over a wavy wall. The proposed method is applied to the flow in an asymmetric diffuser and demonstrates how the approach correctly identifies the regions in which modeling errors occur and accurately quantifies the amount of errors when compared to experimental observations.
Topics & Concepts
Reynolds-averaged Navier–Stokes equationsTurbulenceReynolds stressFidelityEigenvalues and eigenvectorsComputer sciencePerturbation (astronomy)Flow (mathematics)AlgorithmApplied mathematicsStatistical physicsRandom forestWork (physics)MechanicsMachine learningMathematicsPhysicsEngineeringMechanical engineeringQuantum mechanicsTelecommunicationsFluid Dynamics and Turbulent FlowsHeat Transfer MechanismsWind and Air Flow Studies