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Titlebook: Asymptotic Modelling in Fluid Mechanics; Proceedings of a Sym Pierre-Antoine Bois,Emmanuel Dériat,Alain Rigolot Conference proceedings 1995

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The Spectrum of One-Electron Systems,This approach ends up in two distinct necessary observability conditions, one for motion, one for equilibrium, the expressions of which involve the same dispersion function systematically built upon the constitutive law. Applications are made to the three most common models of fluid behaviour.
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Applying a condition of observability to constitutive equations of laminar motion,This approach ends up in two distinct necessary observability conditions, one for motion, one for equilibrium, the expressions of which involve the same dispersion function systematically built upon the constitutive law. Applications are made to the three most common models of fluid behaviour.
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Finite-amplitude, pulsed, ultrasonic beams,orm ones. Special care is devoted to the treatment of shock waves. Finally, comparisons with the results of a finite-difference scheme turn out favorable, and show the efficiency of the method for a rather large range of parameters.
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0075-8450 blems. The selected topics are as follows: vorticity and turbulence, hydrodynamic instability, non-linear waves, aerodynamics and rarefied gas flows. The last chapter of the book broadens the perspective with an overview of other issues pertaining to asymptotics, presented in a didactic way.978-3-66
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Foundations of Quantum Mechanicslity and the structure of the resulting flow regimes, namely non-axisymmetric vortices, Taylor vortices and the related descrete layer formation strongly depend on . in addition to Reynolds number and ε. The linear stability analysis of this problem has been performed for the asymptotic case of ε → 0.
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Spectra of Many-Electron Systems,ing procedure for the numerical resolution. This approach, called PSE, has the great advantage of allowing non linear models. For an incompressible flow and a two-dimensional mean flow, some results are given hereafter and compared with experiments, secondary instability theory and direct numerical simulations.
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