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Numerical modelling of viscoelastic cavity driven flow using finite difference simulations

机译:粘弹性空腔驱动流的有限差分模拟

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摘要

A study of the unsteady flow of viscoelastic liquids contained in an cavity driven by a moving wall has been undertaken as a first step toward understanding heat and mass transport in polymer processing equipment. The material was represented by the constitutive equation for a upper convected Criminale-Ericson-Filbey (CEF) model. Solution to the vorticity equation for various moving walls and different aspect ratios were obtained numerically. The solutions were found to be stable and convergent for limited value of Weissenberg numbers. Despite this fact, some new results, which are governed by inertia, elasticity and aspect ratio, were obtained and this has been documented first time. (c) 2004 Elsevier Inc. All rights reserved.
机译:作为理解聚合物加工设备中热量和质量传递的第一步,已经进行了对由运动壁驱动的腔中所包含的粘弹性液体的非稳态流动的研究。该材料由上部对流的Crimee-Ericson-Filbey(CEF)模型的本构方程表示。数值获得了各种运动壁和不同纵横比的涡度方程的解。对于Weissenberg数的有限值,发现该解决方案稳定且收敛。尽管如此,还是获得了一些新的结果,这些结果受惯性,弹性和长宽比的支配,这是第一次被记载。 (c)2004 Elsevier Inc.保留所有权利。

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