This paper presents numerical results for laminar, incompressible and non-isothermal polymer melt flow in sudden expansions. The mathematical model includes the mass, momentum and energy conservation laws within the framework of a generalized Newtonian formulation. Two constitutive relations are ado
Three-dimensional polymer melt flow in sudden expansions: Non-isothermal flow topology
β Scribed by P.S.B. Zdanski; M. Vaz Jr.
- Publisher
- Elsevier Science
- Year
- 2009
- Tongue
- English
- Weight
- 863 KB
- Volume
- 52
- Category
- Article
- ISSN
- 0017-9310
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β¦ Synopsis
Three-dimensional, non-isothermal, polymer melt flow in sudden expansion is numerically investigated. The main goal of the paper is to study the general features of the flow field. The generalized Newtonian formulation is adopted, and the mathematical model corresponds to the laminar, incompressible Navier-Stokes equations. A second order finite difference scheme is used to discretize the governing equations in a collocated mesh. The non-Newtonian flow behaviour is modelled by the Cross constitutive relation, in which temperature effects are accounted for. The simulations show that, despite the high viscosity exhibited by polymer melts, a complex three-dimensional flow structure is found close to the expansion section, characterized by a spiral motion. The results also indicate that viscous dissipation causes limited effect in temperature rise and viscosity variations. The latter was found mostly affected by the shear rate.
π SIMILAR VOLUMES
Three-dimensional simulations of laminar buoyancy assisting mixed convection in a vertical duct with a plane symmetric sudden expansion are presented to illustrate the effects of the buoyancy assisting force and the duct's aspect ratio on the flow and heat transfer. This geometry and flow conditions