Methods and Numerical Applications in Fluid Mechanics
A special issue of Energies (ISSN 1996-1073). This special issue belongs to the section "J: Thermal Management".
Deadline for manuscript submissions: closed (10 October 2021) | Viewed by 24120
Special Issue Editors
Interests: computational fluid mechanics; numerical methods for fluid mechanics; high order schemes; discontinuous galerking methods; flow stability; sensitivity analysis and flow control; data assimiliation; feature extraction; large-scale computations
Interests: computational fluid mechanics; numerical methods for fluid mechanics; high order schemes; discontinuous galerking methods; flow stability; sensitivity analysis and flow control; data assimiliation; feature extraction; large-scale computations
Special Issue Information
Dear Colleagues,
This Special Issue aims to cover ongoing advances in numerical and computational methods for fluid mechanics. This broad goal encloses not only the development of standard numerical schemes for the integration of the Navier Stokes equations, but also state-of-the-art Lattice Boltzmann or the difficulties and progress in the application of high-order schemes to more realistic industrial configurations, in particular the implementation of prevailing methods in present and future computational platforms, with an eye on exascale computing.
Moreover, the huge amount of data generated by numerical tools needs further postprocessing: data assimilation methods or data mining, and flow sensitivity, linked to stability and eventually optimization and control, can provide very valuable information about flow. Several algorithms, such as DMD, POD, and SPOD, can obtain very important information that can help to identify relevant features, which is critical to understand the flow behaviour, and eventually can provide information about how to control it.
Besides those topics, this Issue is open to any contribution that could improve the application of numerical methods to understand and solve fluid dynamics problems.
Prof. Dr. Eusebio Valero
Prof. Dr. Javier de Vicente
Guest Editors
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Keywords
- Computational fluid mechanics.
- Numerical methods for fluid mechanics.
- High order schemes.
- Lattice Boltzmann methods.
- Discontinuous Galerkin methods.
- Under-resolved turbulence schemes.
- Flow stability.
- Bifurcations.
- Flow sensitivity of highly unsteady or chaotic flows.
- Optimization and control of flow configurations.
- Data assimilation algorithms.
- Data mining.
- Feature extraction in fluid mechanics. POD, DMD, SPOD, etc.
- Efficient implementation of large scale computations.
- Toward exascale computing.
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