Size-velocity correlations in high order moment methods for polydisperse evaporating sprays: modeling and numerical issues

On the other hand, the condition of small topological degree is not sufficient in higher codimension to assure that the attracting set is non pluripolar (see Theorem 4.1).. The

We underline that the proposed model and numerical method with built-in realizability condition have provided a robust way of treating the coupled dynamics and evaporation of

In this paper, we present a new formalism which allows to keep the conservation properties of the numerical scheme for the evolution of the moments in the ALE formalism, in order

High order geometrical size moment for polydisperse evaporating sprays - relation with interface average topology The final droplets size distribution downstream the injection

Size velocity correlations in high order moment methods for polydisperse evaporating sprays : modeling and numerical issues. Spray combustion

In section 2 we consider a random fragmentation process introduced by Krapivsky, Ben-Naim and Grosse [5] where fragmentation stops stochastically, with a probability q of

It then follows that if one studies, for a given magnetization M, the external field h, this field approaches exponentially with A its bulk limit, but the coefficient

But in fact, our results can be compared to the Multifluid approach with a first order scheme and no velocity dispersion, as this method captures naturally the effects that are