In the present short paper we derive and discuss an evolution equation for an observable related to the propagation of reacting fronts into random environments, that can be understood as the effective volume of the reacted mixture fraction. This evolution equation was previously derived by some of us but with different point of views because focused on the different applications. Here, after to have remarked that the contourn provided by the mean motion of the interface particles is different from the mean of the random contourns, we try to figure out as the proposed equation can be useful to provide in the future a relationship between these two different descriptions.
Pagnini, G., Akkermans, R.A.D., Mentrelli, A., Buchmann, N. (2015). Reacting Fronts in Random Environments. WSEAS Press.
Reacting Fronts in Random Environments
MENTRELLI, ANDREA;
2015
Abstract
In the present short paper we derive and discuss an evolution equation for an observable related to the propagation of reacting fronts into random environments, that can be understood as the effective volume of the reacted mixture fraction. This evolution equation was previously derived by some of us but with different point of views because focused on the different applications. Here, after to have remarked that the contourn provided by the mean motion of the interface particles is different from the mean of the random contourns, we try to figure out as the proposed equation can be useful to provide in the future a relationship between these two different descriptions.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
