A Reynolds equation governing the steady flow of a fluid through a curvilinear, narrow tube, with its derivation from Navier-Stokes equations through asymptotic methods is presented. The channel considered may have a rather large curvature and torsion. Approximations of the velocity and the pressure of the fluid inside the channel are constructed by artificially imposing appropriate boundary conditions at the inlet and the outlet. A justification for the approximations is provided along with a comparison with a simpler case.Funding Agencies|Russian Foundation of Basic ResearchRussian Foundation for Basic Research (RFBR) [18-01-00325]</p
Motivated by the study of blood flow in a curved artery, we consider fluid flow through a curved pip...
© 2004 Society for Industrial and Applied MathematicsThe flow of a viscous fluid along a curving pip...
The laminar incompressible flow in a two-dimensional curved channel having at its upstream and downs...
AbstractWe consider the steady, fully developed motion of a Navier–Stokes fluid in a curved pipe of ...
The problem of mathematical modelling of incompressible flows with low velocities through narrow cur...
The problem of mathematical modelling of incompressible flows with low velocities through narrow cur...
The problem of mathematical modelling of incompressible flows with low velocities through narrow cur...
The work of Dean and that of McConalogue and Srivastava on the steady motion of an incompressible fl...
Curved-pipe flows have been the subject of many theoretical investigations due to their importance i...
Motivated by the study of blood flow in a curved artery, we consider fluid flow through a curved pip...
Motivated by the study of blood flow in a curved artery, we consider fluid flow through a curved pip...
A finite-volume model of steady flow of an incompressible viscous fluid has been carried out in a s...
This paper describes steady and unsteady flows in pipes with small, slowly varying curvature and tor...
This paper describes steady and unsteady flows in pipes with small, slowly varying curvature and tor...
The axisymmetrical, viscous flow in curved channels is considered in the case where the hydraulic ra...
Motivated by the study of blood flow in a curved artery, we consider fluid flow through a curved pip...
© 2004 Society for Industrial and Applied MathematicsThe flow of a viscous fluid along a curving pip...
The laminar incompressible flow in a two-dimensional curved channel having at its upstream and downs...
AbstractWe consider the steady, fully developed motion of a Navier–Stokes fluid in a curved pipe of ...
The problem of mathematical modelling of incompressible flows with low velocities through narrow cur...
The problem of mathematical modelling of incompressible flows with low velocities through narrow cur...
The problem of mathematical modelling of incompressible flows with low velocities through narrow cur...
The work of Dean and that of McConalogue and Srivastava on the steady motion of an incompressible fl...
Curved-pipe flows have been the subject of many theoretical investigations due to their importance i...
Motivated by the study of blood flow in a curved artery, we consider fluid flow through a curved pip...
Motivated by the study of blood flow in a curved artery, we consider fluid flow through a curved pip...
A finite-volume model of steady flow of an incompressible viscous fluid has been carried out in a s...
This paper describes steady and unsteady flows in pipes with small, slowly varying curvature and tor...
This paper describes steady and unsteady flows in pipes with small, slowly varying curvature and tor...
The axisymmetrical, viscous flow in curved channels is considered in the case where the hydraulic ra...
Motivated by the study of blood flow in a curved artery, we consider fluid flow through a curved pip...
© 2004 Society for Industrial and Applied MathematicsThe flow of a viscous fluid along a curving pip...
The laminar incompressible flow in a two-dimensional curved channel having at its upstream and downs...