@article{PAR00009214,
  title = {{D}ynamics of dense granular flows of small-and-large-grain mixtures in an ambient fluid},
  author = {{M}eruane, {C}. and {T}amburrino, {A}. and {R}oche, {O}livier},
  editor = {},
  language = {{ENG}},
  abstract = {{D}ense grain flows in nature consist of a mixture of solid constituents that are immersed in an ambient fluid. {I}n order to obtain a good representation of these flows, the interaction mechanisms between the different constituents of the mixture should be considered. {I}n this article, we study the dynamics of a dense granular flow composed of a binary mixture of small and large grains immersed in an ambient fluid. {I}n this context, we extend the two-phase approach proposed by {M}eruane et al. [{J}. {F}luid {M}ech. 648, 381 ( 2010)] to the case of flowing dense binary mixtures of solid particles, by including in the momentum equations a constitutive relation that describes the interaction mechanisms between the solid constituents in a dense regime. {T}hese coupled equations are solved numerically and validated by comparing the numerical results with experimental measurements of the front speed of gravitational granular flows resulting from the collapse, in ambient air or water, of two-dimensional granular columns that consisted of mixtures of small and large spherical particles of equal mass density. {O}ur results suggest that the model equations include the essential features that describe the dynamics of grains flows of binary mixtures in an ambient fluid. {I}n particular, it is shown that segregation of small and large grains can increase the front speed because of the volumetric expansion of the flow. {T}his increase in flow speed is damped by the interaction forces with the ambient fluid, and this behavior is more pronounced in water than in air.},
  keywords = {},
  booktitle = {},
  journal = {{P}hysical {R}eview {E}},
  volume = {86},
  numero = {2},
  pages = {026311},
  ISSN = {1539-3755},
  year = {2012},
  DOI = {10.1103/{P}hys{R}ev{E}.86.026311},
  URL = {https://www.documentation.ird.fr/hor/{PAR}00009214},
}