In this paper, we present a review of featured works in the field of hydrodynamics with the
main aim to clarify the ways of understanding the algorithms for solving the Navier–Stokes …

The present review analyzes classes of exact solutions for the convection and thermal
diffusion equations in the Boussinesq approximation. The exact integration of the Oberbeck …

This article discusses the possibility of using the Lin–Sidorov–Aristov class of exact solutions
and its modifications to describe the flows of a fluid with microstructure (with couple …

The paper considers the necessity of constructing exact solutions to the equations of
dynamics of a viscous fluid stratified in terms of several physical characteristics, with density …

To solve the problems of geophysical hydrodynamics, it is necessary to integrally take into
account the unevenness of the bottom and the free boundary for a large-scale flow of a …

The paper generalizes the partial class of exact solutions to the Navier–Stokes equations.
The proposed exact solution describes an inhomogeneous three-dimensional shear flow in …

При исследовании точного решения было уставлено, что разрешимость системы
уравнений возможна при алгебраической связи горизонтальных градиентов …

A new class of exact solutions of the Oberbeck–Boussinesq equations for incompressible
media is constructed taking into account body forces, heat sources (sinks), and Joule …

In this paper, we study non-one-dimensional convective layered flows of a viscous
incompressible fluid with a spatial acceleration. We perform the simulation on the base of …

An exact solution is proposed for describing the steady-state and unsteady gradient
Poiseuille shear flow of a viscous incompressible fluid in a horizontal infinite layer. This …