The MINMOD high-resolution convective scheme was implemented in a finite-volume code operating in a general curvilinear co-ordinate system by adopting the normalised variable and space formulation of Darwish and Moukalled [1]. Predictions of the flow of UCM fluids in the 4:1 plane contraction and around a planar cylinder in a channel were used to assess the improvements in accuracy and stability of the scheme. For the contraction flow the asymptotic results for the velocity and stresses near the re-entrant corner are found to be in good agreement with Hinch’s analysis [2] and the drag forces on the cylinder are in excellent agreement with those of Fan et al [3]
resolution schemes. A High-resolution Algorithm for all speed flows 2 A new collocated finite volume...
A finite-volume method is presented that allows for general stress-strain constituti ve equations to...
Viscoelastic fluids due to their non-linear nature play an important role in process and polymer ind...
This work reports the implementation of a stable high-resolution convective scheme to improve the ac...
Improved accuracy and enhanced convergence rate are achieved when a finite-volume method (FVM) is us...
Accurate solutions are obtained with the numerical method of Oliveira et al. [J. Non-Newtonian Fluid...
In this paper accurate and stable finite volume schemes for solving viscoelastic flow problems are p...
International audienceWe develop a numerical scheme for the flow of viscoelastic fluids, including t...
This study investigates the numerical solution of viscoelastic flows using two contrasting high-orde...
This paper reports the development and application of a finite-volume based methodology for the calc...
A finite-volume (FV) procedure is applied to the prediction of two-dimensional (2-D) laminar flow th...
The developing steady flow of Oldroyd-B and Phan-Thien-Tanner (PTT) fluids through a two-dimensional...
The finite volume method (FVM) is widely used in traditional computational fluid dynamics (CFD), and...
Computational Fluid Dynamics (CFD) is widely used by polymer processing industries in order to evalu...
A finite-volume method is presented that allows for general stress-strain constitutive equations to ...
resolution schemes. A High-resolution Algorithm for all speed flows 2 A new collocated finite volume...
A finite-volume method is presented that allows for general stress-strain constituti ve equations to...
Viscoelastic fluids due to their non-linear nature play an important role in process and polymer ind...
This work reports the implementation of a stable high-resolution convective scheme to improve the ac...
Improved accuracy and enhanced convergence rate are achieved when a finite-volume method (FVM) is us...
Accurate solutions are obtained with the numerical method of Oliveira et al. [J. Non-Newtonian Fluid...
In this paper accurate and stable finite volume schemes for solving viscoelastic flow problems are p...
International audienceWe develop a numerical scheme for the flow of viscoelastic fluids, including t...
This study investigates the numerical solution of viscoelastic flows using two contrasting high-orde...
This paper reports the development and application of a finite-volume based methodology for the calc...
A finite-volume (FV) procedure is applied to the prediction of two-dimensional (2-D) laminar flow th...
The developing steady flow of Oldroyd-B and Phan-Thien-Tanner (PTT) fluids through a two-dimensional...
The finite volume method (FVM) is widely used in traditional computational fluid dynamics (CFD), and...
Computational Fluid Dynamics (CFD) is widely used by polymer processing industries in order to evalu...
A finite-volume method is presented that allows for general stress-strain constitutive equations to ...
resolution schemes. A High-resolution Algorithm for all speed flows 2 A new collocated finite volume...
A finite-volume method is presented that allows for general stress-strain constituti ve equations to...
Viscoelastic fluids due to their non-linear nature play an important role in process and polymer ind...