The authors consider a coagulation model (called the Smoluchowski equation) with an advection term to model the motion of droplets under gravity. The aim is to give a general existence and uniqueness result for stationary solutions of this problem. The main contribution is to take into account the transport phenomenon. No stability results are presented.
Solution stationnaire de l'équation de coagulation de gouttelettes en chute avec le vent horizontal.
YASHIMA, Hisao
2013-01-01
Abstract
The authors consider a coagulation model (called the Smoluchowski equation) with an advection term to model the motion of droplets under gravity. The aim is to give a general existence and uniqueness result for stationary solutions of this problem. The main contribution is to take into account the transport phenomenon. No stability results are presented.
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