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

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Molecular Spectra and the Chemical Bond,urcating at the minimum of the dispersion curve is chosen to illustrate the analysis, which makes use of tools of dynamical system theory. It is shown that there is a critical density ratio which strongly affects the type of solitary waves which may bifurcate. Depending on the density ratio, one can

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Spectrum of Two-Electron Systems,us medium is a good example of such an interaction of two instabilities. These instabilities depend on two parameters: the Rayleigh number . and the separation ratio .. The corresponding neutral curves intersect, in the (.) plane, at a polycritical point. We describe, in this paper, the influence, o

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Spectrum of Two-Electron Systems, to turbulence using a high Reynolds number asymptotic approach. In recent years a number of weakly and strongly nonlinear theories have been developed and their effects investigated in a variety of flow situations. The particular path to transition taken in a practical situation will depend on the

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Spectra of Many-Electron Systems,y boundary layer flow. Furthermore, the corresponding stability equations can be parabolized in the streamwise direction which leads to a simple marching procedure for the numerical resolution. This approach, called PSE, has the great advantage of allowing non linear models. For an incompressible fl

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https://doi.org/10.1007/978-3-031-09548-1city distribution, is obtained by means of the renormalization method. This method involves two steps. First, the transient, weakly nonlinear field is computed. However, because of cumulative nonlinear effects, that expansion is non-uniform and breaks down at some distance away from the source. So,

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