This work presents the computational modelling of the velocity distribution of an incompressible fluid flowing in a cylindrical annulus pipe, using the finite element method. The result shows that the velocity distribution increases from the boundaries until midway between the boundaries where it was maximum. Also, the velocity increases as the viscosity decreases. The results obtained were compared with exact second order differential equation solution. The results obtained were highly accurate and converges fast to the exact solution as the number of elements increases. http://dx.doi.org/10.4314/njt.v35i2.1
Experimental data are reported for fully developed laminar flow of a shear-thinning liquid through ...
A finite difference analysis of the entrance region flow heat transfer of Bingham fluid in concentri...
A higher-order finite-difference technique is developed to calculate the developing-flow field of st...
An analytical solution and a numerical analysis are presented to study the flow behavior in concentr...
Numerous publications have addressed the problems inherent to calculating wellbore hydraulics in ec...
The prediction of accurate drilling fluids behavior inside an annulus is especially important in dri...
In this paper we consider a fully developed turbulent flow in a round pipe with a small inner annulu...
Vortex rings are fascinating fluid flow phenomena occurring in nature. To accurately predict the dyn...
Accurate numerical modeling of surge and swab pressures in concentric annuli is proposed. The numeri...
The finite element method is extended to analyze axisymmetric periodic viscous flow in a constricted...
The flow of thermoviscous fluid within the annulus of circular cylinders with a localconstriction at...
In deepwater exploration, wellbore pressure stability must be maintained to avoid a catastrophic acc...
The primary objective of this research is to employ a modified Galerkin finite element procedure to ...
The primary objective of this research is to employ a modified Galerkin finite element procedure to ...
During the exploration and exploitation phases of an oil field, it is necessary to drill wells at st...
Experimental data are reported for fully developed laminar flow of a shear-thinning liquid through ...
A finite difference analysis of the entrance region flow heat transfer of Bingham fluid in concentri...
A higher-order finite-difference technique is developed to calculate the developing-flow field of st...
An analytical solution and a numerical analysis are presented to study the flow behavior in concentr...
Numerous publications have addressed the problems inherent to calculating wellbore hydraulics in ec...
The prediction of accurate drilling fluids behavior inside an annulus is especially important in dri...
In this paper we consider a fully developed turbulent flow in a round pipe with a small inner annulu...
Vortex rings are fascinating fluid flow phenomena occurring in nature. To accurately predict the dyn...
Accurate numerical modeling of surge and swab pressures in concentric annuli is proposed. The numeri...
The finite element method is extended to analyze axisymmetric periodic viscous flow in a constricted...
The flow of thermoviscous fluid within the annulus of circular cylinders with a localconstriction at...
In deepwater exploration, wellbore pressure stability must be maintained to avoid a catastrophic acc...
The primary objective of this research is to employ a modified Galerkin finite element procedure to ...
The primary objective of this research is to employ a modified Galerkin finite element procedure to ...
During the exploration and exploitation phases of an oil field, it is necessary to drill wells at st...
Experimental data are reported for fully developed laminar flow of a shear-thinning liquid through ...
A finite difference analysis of the entrance region flow heat transfer of Bingham fluid in concentri...
A higher-order finite-difference technique is developed to calculate the developing-flow field of st...