We consider the evolution of the free boundary separating two immiscible viscous fluids with different constant densities in an elastic porous skeleton. The motion of the liquids is described by the Stokes equations driven by the input pressure and the force of gravity. For flows in a bounded domain, we emphasize the study of the properties of the moving boundary separating the two fluids.
Galtsev, O. V. (2020). The evolution of the free boundary separating two immiscible viscous fluids in an elastic porous medium. Journal of Mathematical Modeling, 8(1), 71-90. doi: 10.22124/jmm.2020.14831.1349
MLA
Oleg Vladimirovich Galtsev. "The evolution of the free boundary separating two immiscible viscous fluids in an elastic porous medium". Journal of Mathematical Modeling, 8, 1, 2020, 71-90. doi: 10.22124/jmm.2020.14831.1349
HARVARD
Galtsev, O. V. (2020). 'The evolution of the free boundary separating two immiscible viscous fluids in an elastic porous medium', Journal of Mathematical Modeling, 8(1), pp. 71-90. doi: 10.22124/jmm.2020.14831.1349
VANCOUVER
Galtsev, O. V. The evolution of the free boundary separating two immiscible viscous fluids in an elastic porous medium. Journal of Mathematical Modeling, 2020; 8(1): 71-90. doi: 10.22124/jmm.2020.14831.1349
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