Thermophysical study of Oldroyd-B hybrid nanofluid with sinusoidal conditions and permeability: a Prabhakar fractional approach
The functional implications of substances, such as retardation and relaxation, can be studied
for magnetized diffusion coefficient based on the relative increase throughout magnetization …
for magnetized diffusion coefficient based on the relative increase throughout magnetization …
Analytical solution for impact of Caputo-Fabrizio fractional derivative on MHD casson fluid with thermal radiation and chemical reaction effects
Fractional derivatives have been proven to showcase a spectrum of solutions that is useful
in the fields of engineering, medical, and manufacturing sciences. Studies on the application …
in the fields of engineering, medical, and manufacturing sciences. Studies on the application …
Impact of buoyancy and stagnation-point flow of water conveying Ag-MgO Hybrid nanoparticles in a vertical contracting/expanding Riga wedge
Riga surface can be utilized to reduce the pressure drag and the friction of the submarine by
stopping the separation of the boundary layer as well as by moderating turbulence …
stopping the separation of the boundary layer as well as by moderating turbulence …
STEADY FLOWS OF AN OLDROYD FLUID WITH THRESHOLD SLIP.
ES Baranovskii - Communications on Pure & Applied …, 2019 - search.ebscohost.com
We consider a mathematical model that describes 3D steady ows of an incompressible
viscoelastic uid of Oldroyd type in a bounded domain under mixed boundary conditions …
viscoelastic uid of Oldroyd type in a bounded domain under mixed boundary conditions …
The stationary Navier–Stokes–Boussinesq system with a regularized dissipation function
ES Baranovskii - Mathematical Notes, 2024 - Springer
We study a boundary value problem for a mathematical model describing the nonisothermal
steady-state flow of a viscous fluid in a 3D (or 2D) bounded domain with locally Lipschitz …
steady-state flow of a viscous fluid in a 3D (or 2D) bounded domain with locally Lipschitz …
Multiplicative Control Problem for the Stationary Mass Transfer Model with Variable Coefficients
ES Baranovskii, RV Brizitskii, ZY Saritskaia - Applied Mathematics & …, 2024 - Springer
The global existence of a weak solution of a mixed boundary value problem for the
stationary mass transfer equations with variable coefficients is proved. The maximum and …
stationary mass transfer equations with variable coefficients is proved. The maximum and …
Generalized Boussinesq System with Energy Dissipation: Existence of Stationary Solutions
ES Baranovskii, OY Shishkina - Mathematics, 2024 - mdpi.com
In this paper, we investigate the solvability of a boundary value problem for a heat and mass
transfer model with the spatially averaged Rayleigh function. The considered model …
transfer model with the spatially averaged Rayleigh function. The considered model …
The impacts of viscoelastic behavior on electrokinetic energy conversion for Jeffreys fluid in microtubes
N Li, G Zhao, X Gao, Y Zhang, Y Jian - Nanomaterials, 2022 - mdpi.com
In this paper, the electrokinetic energy conversion (EKEC) efficiency, streaming potential of
viscoelastic fluids in microtubes under an external transversal magnetic field, and an axial …
viscoelastic fluids in microtubes under an external transversal magnetic field, and an axial …
Boundary Value and Control Problems for the Stationary Magnetic Hydrodynamic Equations of Heat Conducting Fluid with Variable Coefficients
RV Brizitskii - Journal of Dynamical and Control Systems, 2024 - Springer
The global solvability and local uniqueness of boundary value problem's solutions for
stationary magnetic hydrodynamic equations for heat conducting fluid with variable …
stationary magnetic hydrodynamic equations for heat conducting fluid with variable …
Boundary Value and Control Problems for the Stationary Heat Transfer Model with Variable Coefficients
ES Baranovskii, RV Brizitskii, ZY Saritskaia - Journal of Dynamical and …, 2024 - Springer
A stationary heat transfer model generalizing the Boussinesq approximation is considered.
For the corresponding boundary value problem the property of a global existence of its weak …
For the corresponding boundary value problem the property of a global existence of its weak …