TILDA: Towards Industrial LES/DNS in Aeronautics, 1st ed. 2021 Paving the Way for Future Accurate CFD - Results of the H2020 Research Project TILDA, Funded by the European Union, 2015 -2018 Notes on Numerical Fluid Mechanics and Multidisciplinary Design Series, Vol. 148
This book offers detailed insights into new methods for high-fidelity CFD, and their industrially relevant applications in aeronautics. It reports on the H2020 TILDA project, funded by the European Union in 2015-2018. The respective chapters demonstrate the potential of high-order methods for enabling more accurate predictions of non-linear, unsteady flows, ensuring enhanced reliability in CFD predictions.
The book highlights industrially relevant findings and representative test cases on the development of high-order methods for unsteady turbulence simulations on unstructured grids; on the development of the LES/DNS methodology by means of multilevel, adaptive, fractal and similar approaches for applications on unstructured grids; and on leveraging existent large-scale HPC networks to facilitate the industrial applications of LES/DNS in daily practice. Furthermore, the book discusses multidisciplinary applications of high-order methods in the area of aero-acoustics. All in all, it offers timely insights into the application and performance of high-order methods for CFD, and an extensive reference guide for researchers, graduate students, and industrial engineers whose work involves CFD and turbulence modeling.
Covers development and application of high-order methods for high-fidelity CFD
Offers extensive information on the use of high-order methods for LES and related aero-acoustics applications
Highlights industrially-relevant findings
Date de parution : 06-2022
Ouvrage de 550 p.
15.5x23.5 cm
Date de parution : 06-2021
Ouvrage de 550 p.
15.5x23.5 cm
Thèmes de TILDA: Towards Industrial LES/DNS in Aeronautics :
Mots-clés :
High-order CFD methods; Discontinuous Galerkin; Flux Reconstruction; Curved mesh generation; LES applications; High-performance computing in aeronautics; Runge-Kutta methods; Implicit time integration methods; High Reynolds number flows; Dual time stepping; Multigrid multilevel preconditioners; H2020 TILDA projects