Existence and stability of weak solutions for a degenerate parabolic system modelling two-phase flows in porous media

In a Hele-Shaw cell [109], Saffman and Taylor [114] demonstrated, using linear stability theory, that when a fluid of lower viscosity is injected into a fluid of higher one at a

cally portray the mean answers to the 14 attitudinal questions for Photovoltaics and electrical systems respectively, broken down by current versus prospective

In dense particle laden flows we have used a similar approach, coupling a Lagrangian stochastic model for particles, to Eulerian RANS equations for the fluid.. However, albeit

We prove global existence of a nonnegative weak solution to a degenerate parabolic system, which models the spreading of insoluble surfactant on a thin liquid

(4) The conditions (4) have direct consequences on the behaviour of the capillary pressures on both side of Γ i,j.. phenomena of oil trapping. In the remainder of this paper, we

Canc`es, C., Guichard, C.: Numerical analysis of a robust free energy diminishing finite volume scheme for parabolic equations with gradient structure. Canc`es, C., Nabet,

It is found that in addition to the balancing effect of compressive lattice-mismatch strain induced by the AlN interlayers, buried cracks in the AlN interlayer region can also

In the framework of the proportional hazards model, classical procedures, which consist of ranking genes according to the estimated hazard ratio or the p-value obtained from a