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Dynamic Multilevel Methods and the Numerical Simulation of Turbulence
 
 
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Dynamic Multilevel Methods and the Numerical Simulation of Turbulence [Hardcover]

Thierry Dubois (Author), Frangois Jauberteau (Author), Roger Temam (Author)

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Book Description

January 13, 1999 0521621658 978-0521621656 2
This book describes the implementation of multilevel methods for the numerical simulation of turbulent flows. The general ideas for the algorithms presented stem from dynamical systems theory and are based on the decomposition of the unknown function into two or more arrays corresponding to different scales in the Fourier space. Before describing in detail the numerical algorithm, survey chapters on the mathematical theory of the Navier-Stokes equations and on the physics of the conventional theory of turbulence are included. The multilevel methods are applied here to the simulation of homogeneous isotropic turbulent flows as well as turbulent channel flows. The implementation issues are discussed in detail and numerical simulations of the flows cited above are presented and analyzed. The methods have been applied in the context of the direct numerical simulation and are therefore compared to such simulations.

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Editorial Reviews

Review

"The authors have performed extensive research in this area and the book is a good source of the state of art in this methodology" Mathematics of Computation

"The book is very interesting and contains a wealth of information, new concepts and results, and good reviews of classical theories in a total of 10 chapters." Siam Review

"The book is written in a clear and formal mathematical language. It presents an excellent overview of all basic aspects of turbulence modelling and simulation, and a thorough description of existing DML methods." Mathematical Reviews

Book Description

This book describes the implementation of multilevel methods for the numerical simulation of turbulent flows. The general ideas for the algorithms presented stem from dynamical systems theory and are based on the decomposition of the unknown function into two or more arrays corresponding to different scales in the Fourier space. Chapters also describe the mathematical theory of the Navier-Stokes equations and the physics of the conventional theory of turbulence. The implementation issues are discussed in detail and numerical simulations of the flows are presented and analyzed. The methods have been applied in the context of the direct numerical simulation and are therefore compared to such simulations.

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Inside This Book (learn more)
First Sentence:
This chapter contains a brief presentation of the Navier-Stokes equations and a brief survey of the present status of the mathematical theory as far as existence, uniqueness, and regularity of solutions are concerned. Read the first page
Key Phrases - Statistically Improbable Phrases (SIPs): (learn more)
enstrophy spectrum functions, nonhomogeneous turbulence, dynamic multilevel methods, sgs tensor, energy spectrum function, energy spectrum tensor, channel flow problem, nonlinear interaction terms, incremental unknowns, velocity correlation tensor, quasistatic approximation, approximate inertial manifolds, flatness factors, statistically steady state, tau method, skewness factor, multilevel scheme, periodic directions, dissipation range, spanwise directions, incompressibility constraint, mean pressure gradient, streamwise direction, inertial range, high wavenumbers
Key Phrases - Capitalized Phrases (CAPs): (learn more)
Different Approach, The Main Results, Using the Parseval
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