Novel analytical perspectives on nonlinear instabilities of viscoelastic Bingham fluids in MHD flow fields.

ABSTRACT: The nonlinear stability of a plane interface separating two Bingham fluids and fully saturated in porous media is inspected in the existing work. The two fluids are compressed by a normal magnetic field. The two fluids have diverse viscoelasticity, densities, magnetic, and porosity medium, with the existence of surface tension at the interface. The motivation of applied physics and engineering relations has encouraged the discussion of the current paper. Because the mathematical behavior is rather complex, the viscoelasticity involvement is reproduced only at the surface of separation, which is well-known as the viscous potential theory. Thereby, the equations of movement are scrutinized in a linear form, whereas a set of nonlinear boundary conditions are supposed. This procedure produces

SUBMITTER: Moatimid GM 

PROVIDER: S-EPMC11582699 | biostudies-literature | 2024 Nov

REPOSITORIES: biostudies-literature