Archimedes law under bifurcations of solution and partial averaging of phenomenological variables
Валентин Владимирович Ларченко · Computational Mathematics and Mathematical Physics · 2011
A model of the convective flow of viscous fluid is proposed with regard to possible finite “fluctuations” of thermophysical characteristics in a neighborhood of branch points. A method for the analysis of the influence of averaging on the values of phenomenological variables for the secondary flow and exact bounds on these values are calculated.