Fluid flow phenomena

Fluid flow phenomena. A numerical toolkit. Incl. 1 disk. The main topic of the book is the simulations of one-, two- and three-dimensional incompressible Navier-Stokes equations in laminar and turbulent regimes. The author describes concrete links between theory and practice, offering a large number of codes which allow to handle the Navier-Stokes equations and to understand the complex physics related to fluid mechanics. A large part of the book is devoted to the study of homogeneous and wall turbulent flows. The book includes large eddy simulation methodology since in the near future it will allow to treat universal turbulence models sufficient for practical applications. The finite difference method is used to solve parabolic and elliptic partial differential equations in Cartesian and cylindrical coordinates The direct numerical simulations of Navier-Stokes equations reproduce satisfactorily the dynamics of turbulent flows. The results for turbulent and laminar flows are discussed with particular emphasis on vortex dynamics.par A well-balanced mix between the theory and the wide range of applications makes this volume of great interest to all practitioners of computational fluid dynamics: engineers, researches, teachers and graduate students.

References in zbMATH (referenced in 66 articles , 1 standard article )

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  1. De Vanna, Francesco; Benato, Alberto; Picano, Francesco; Benini, Ernesto: High-order conservative formulation of viscous terms for variable viscosity flows (2021)
  2. Gong, Zheng; Fu, Xudong: A pencil distributed direct numerical simulation solver with versatile treatments for viscous term (2021)
  3. Nitti, Alessandro; Kiendl, Josef; Reali, Alessandro; de Tullio, Marco D.: An immersed-boundary/isogeometric method for fluid-structure interaction involving thin shells (2020)
  4. Sharma, Manjul; Sameen, A.: On the correlation between vortex breakdown bubble and planar helicity in Vogel-Escudier flow (2020)
  5. Bae, Hyunji Jane; Lozano-Durán, Adrián; Bose, Sanjeeb T.; Moin, Parviz: Dynamic slip wall model for large-eddy simulation (2019)
  6. Lozano-Durán, Adrián; Bae, Hyunji Jane: Characteristic scales of Townsend’s wall-attached eddies (2019)
  7. Orlandi, P.: Turbulent kinetic energy production and flow structures in flows past smooth and rough walls (2019)
  8. Pirozzoli, Sergio; Di Giorgio, Simone; Iafrati, Alessandro: On algebraic TVD-VOF methods for tracking material interfaces (2019)
  9. Wang, Zhicheng; Triantafyllou, Michael S.; Constantinides, Yiannis; Karniadakis, George Em: An entropy-viscosity large eddy simulation study of turbulent flow in a flexible pipe (2019)
  10. Costa, Pedro: A FFT-based finite-difference solver for massively-parallel direct numerical simulations of turbulent flows (2018)
  11. Ghasemi, Abouzar; Klein, Marten; Will, Andreas; Harlander, Uwe: Mean flow generation by an intermittently unstable boundary layer over a sloping wall (2018)
  12. Kajzer, Adam; Pozorski, Jacek: Application of the entropically damped artificial compressibility model to direct numerical simulation of turbulent channel flow (2018)
  13. Modesti, Davide; Pirozzoli, Sergio: An efficient semi-implicit solver for direct numerical simulation of compressible flows at all speeds (2018)
  14. Folz, Patrick J. R.; Nomura, Keiko K.: A quantitative assessment of viscous asymmetric vortex pair interactions (2017)
  15. Kloosterziel, R. C.; Carnevale, G. F.; Orlandi, P.: Equatorial inertial instability with full Coriolis force (2017)
  16. Liu, Can; Araya, Guillermo; Leonardi, Stefano: The role of vorticity in the turbulent/thermal transport of a channel flow with local blowing (2017)
  17. Maulik, Romit; San, Omer: A stable and scale-aware dynamic modeling framework for subgrid-scale parameterizations of two-dimensional turbulence (2017)
  18. Modesti, Davide; Pirozzoli, Sergio: A low-dissipative solver for turbulent compressible flows on unstructured meshes, with openfoam implementation (2017)
  19. Carnevale, G. F.; Kloosterziel, R. C.; Orlandi, P.: Equilibration of centrifugally unstable vortices: a review (2016)
  20. de Tullio, M. D.; Pascazio, G.: A moving-least-squares immersed boundary method for simulating the fluid-structure interaction of elastic bodies with arbitrary thickness (2016)

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