Amplitude equations and pattern selection in viscoelastic convection (original) (raw)

Physical Review E, 1996

Abstract

Pattern selection and stability in viscoelastic convection are studied in the framework of amplitude equations derived in the vicinity of stationary and oscillatory instabilities. The oscillatory instability corresponds to a Hopf bifurcation with broken translational symmetry. When this instability is the first to appear with increasing Rayleigh number, such systems may be described by coupled one-dimensional complex Ginzburg-Landau equations for

J. Martínez-mardones hasn't uploaded this paper.

Let J. know you want this paper to be uploaded.

Ask for this paper to be uploaded.