Adaptive solutions for viscoelastic flows
✍ Scribed by Mutlu, I. ;Townsend, P. ;Webster, M. F.
- Publisher
- John Wiley and Sons
- Year
- 1996
- Tongue
- English
- Weight
- 834 KB
- Volume
- 12
- Category
- Article
- ISSN
- 1069-8299
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✦ Synopsis
This work describes the implementation of an adaptive procedure for viscoelastic flows. Finite element simulations are conducted using a Taylor-Galerkin/pressure correction scheme. The constitutive equations considered are those for an Oldroyd-B and a Phan-ThienlTanner model. The adaptive meshing technique is h-refined by grid remeshing, based on a Delaunay procedure. Results are presented for two benchmark problems, namely flow past a sphere in a cylindrical tube and flow in an annular converging tube. It is concluded from the results that the use of an adaptive procedure with mesh regeneration enables an optimized mesh to be devised and a predicted accuracy to be attained.
📜 SIMILAR VOLUMES
This paper presents a ®nite element study based on a technique associated with time extrapolation to accelerate the convergence rate to the steady state for viscoelastic ¯ows. The approach adopted is a local extrapolation method attributed to Neville. Temporal extrapolation is embedded within a time
## Abstract The steady three‐dimensional exterior flow of a viscoelastic non‐Newtonian fluid is approximated by reducing the corresponding nonlinear elliptic–hyperbolic system to a bounded domain. On the truncation surface with a large radius __R__, nonlinear, local second‐order artificial boundary
Hybrid grids consisting of prisms and tetrahedra are employed for the solution of the 3-D Navier -Stokes equations of incompressible flow. A pressure correction scheme is employed with a finite volume -finite element spatial discretization. The traditional staggered grid formulation has been substit