A revisit of the development of viscoplastic flow in pipes and channels

Alexandros Syrakos, Evgenios Gryparis, Georgios C. Georgiou
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Abstract

This study revisits the development of viscoplastic flow in pipes and channels, focusing on the flow of a Bingham plastic. Using finite element simulations and the Papanastasiou regularisation, results are obtained across a range of Reynolds and Bingham numbers. The novel contributions of this work include: (a) investigating a definition of the development length based on wall shear stress, a critical parameter in numerous applications; (b) considering alternative definitions of the Reynolds number in an effort to collapse the development length curves into a single master curve, independent of the Bingham number; (c) examining the patterns of yielded and unyielded regions within the flow domain; and (d) assessing the impact of the regularisation parameter on the accuracy of the results. The findings enhance the existing literature, providing a more comprehensive understanding of this classic flow problem.
管道和渠道中粘塑性流动的发展回顾
本研究重新审视了管道和通道中粘塑性流动的发展,重点关注宾汉塑料的流动。利用有限元模拟和帕帕纳斯提欧正则化,得出了一系列雷诺数和宾汉数的结果。这项工作的新贡献包括(a) 研究了基于壁面切应力的发展长度定义,这是众多应用中的一个关键参数;(b) 考虑了雷诺数的其他定义,努力将发展长度曲线折叠成一条主曲线,与宾汉数无关;(c) 研究了流域中屈服和未屈服区域的模式;以及 (d) 评估了正则化参数对结果准确性的影响。这些研究结果丰富了现有文献,使人们对这一经典流动问题有了更全面的了解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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