Abstract

The extrudate swell, i.e., the geometrical modifications that take place when the flowing material leaves the confined flow inside a channel and moves freely without the restrictions that are promoted by the walls, is a relevant phenomenon in several polymer processing techniques. For instance, in profile extrusion, the extrudate cross-section is subjected to a number of distortions that are motivated by the swell, which are very difficult to anticipate, especially for complex geometries. As happens in many industrial processes, numerical modelling might provide useful information to support design tasks, i.e., to allow for identifying the best strategy to compensate the changes promoted by the extrudate swell. This study reports the development of an improved interface tracking algorithm that employs the least-squares volume-to-point interpolation method for the grid movement. The formulation is enriched further with the consistent second-order time-accurate non-iterative Pressure-Implicit with Splitting of Operators (PISO) algorithm, which allows for efficiently simulating free-surface flows. The accuracy and robustness of the proposed solver is illustrated through the simulation of the steady planar and asymmetric extrudate swell flows of Newtonian fluids. The role of inertia on the extrudate swell is studied, and the results that are obtained with the newly improved solver show good agreement with reference data that are found in the scientific literature.

Highlights

  • Free-surface flows are encountered in many polymer processing and environmental applications [1,2]

  • This work aims to assess the capability of the solver that was developed by Tuković and Jasak [38] with the non-iterative Pressure-Implicit with Splitting of Operators (PISO) algorithm proposed by Tuković et al [41] to efficiently simulate the extrudate swell phenomenon

  • The implementation was performed in the open-source OpenFOAM framework [37], where the interface is tracked in a semi-implicit manner inside the consistent second-order timeaccurate non-iterative Pressure-Implicit with Splitting of Operators algorithm for the numerical solution of incompressible fluid flows

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Summary

Introduction

Free-surface flows are encountered in many polymer processing and environmental applications [1,2]. The experimental observations of real phenomena are onerous [3], and many experimental techniques are suitable for single-phase flows and undergo many difficulties to be extended to two-phase flows [4]. For these reasons, the use of numerical simulations to provide useful information about free-surface flows would be of great advantage. There are different ways of modeling free-surface flows: the Interface

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