Volume 96,   №3

MATHEMATICAL MODEL OF FILTRATION OF SOLUTIONS IN A POROUS MEDIUM WITH SEMIPERMEABLE INCLUSIONS. OSMOTIC CONVECTION



The author gives generalized equations of fi ltration of solutions in porous media containing semipermeable inclusions, that take account of the osmotic eff ect. Corrections describing this eff ect are usually small, but in some cases they play a key role, since osmosis is the main or only reason for the motion of a solution. With the developed model, the author has solved a new problem on osmotic convection
 
 
Author:  M. M. Ramazanov
Keywords:  solution, osmosis, generalized mathematical model, osmotic convection, semipermeable inclusion
Page:  823

M. M. Ramazanov.  MATHEMATICAL MODEL OF FILTRATION OF SOLUTIONS IN A POROUS MEDIUM WITH SEMIPERMEABLE INCLUSIONS. OSMOTIC CONVECTION //Journal of engineering physics and thermophysics. . Volume 96, №3. P. 823.


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