The article discusses the numerical modeling of the inverse problem of determining the
kinematic viscosity for the vortex-current equation. To solve this differential problem, the …

Inverse coefficient problems for equations of elastoplastic filtration of fluids in a porous
medium in the regime of reduction and recovery of pressure have been solved by applying …

In this paper numerical solved coefficient inverse problem at the relaxation liquid in porous
media. The problem consists in identification coefficient of piezo conductivity of the bed …

In this work, the coefficient inverse problem of fluid filtration in fractured-porous media is
numerically solved. The problem consists in identification cross-flow coefficient based on …

In this work, the boundary inverse problem of fluid filtration in porous media under elastic
conditions is numerically solved. Marching methods were used to solve the problem. Two …

The paper considers an axisymmetric problem of filtering suspensions with the formation of
a cake on the filter surface. It is supposed that the cake has elastic–plastic properties. Using …

The manuscript considers the numerical solution of the multi-term time fractional diffusion
equations in a finite region. We know that anomalous solute transport is modeled by …

In the paper an active solute transport problem in a fractured-porous medium is considered
with taking into consideration linear and non-linear non-equilibrium adsorption …

The paper considers the process of filtration of water and oil phases, taking into account the
deformation of the medium. A suitable mathematical model of the process is proposed …

The paper considers an axisymmetric problem of filtering suspensions with the formation of
a cake on the filter surface. It is supposed that the cake has elastic–plastic properties. Using …