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Numerical and experimental study of local heat transfer enhancement in helically coiled pipes. Preliminary results

机译:螺旋盘管局部传热增强的数值和实验研究。初步结果

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In the last years, the attention of heat transfer equipments manufacturers turned toward helically coiled-tube heat exchangers, especially with regards to applications for viscous and/or particulate products. The recent progress achieved in numerical simulation motivated many research groups to develop numerical models for this kind of apparatuses. These models, intended both to improve the knowledge of the fundamental heat transfer mechanisms in curved geometries and to support the industrial design of this kind of apparatuses, are usually validated throughout the comparison with either theoretical or experimental evidences by considering average heat transfer performances. However, this approach doesn't guarantee that the validated models are able to reproduce local effects in details, which are so important in this kind of non-standard geometries. In the present paper a numerical model of convective heat transfer in coiled tubes for laminar flow regime was formulated and discussed. Its goodness was checked throughout the comparison with the latest experimental outcomes of Bozzoli et al. [1] in terms of convective heat flux distribution along the boundary of the duct, by ensuring the effectiveness of the model also in the description of local behaviours. Although the present paper reports only preliminary results of this simulation/validation process, it could be of interest for the research community because it proposes a novel approach that could be useful to validate many numerical models for non-standard geometries.
机译:在过去几年中,传热设备的注意力均转向螺旋盘管热交换器,特别是关于粘性和/或颗粒产品的应用。最近在数值模拟中实现的进展激励了许多研究组来开发这种装置的数值模型。这些模型,旨在既提高了基本的热传递机制的知识弯曲几何形状和考虑平均传热性能,支持工业设计这种装置中的,与整个理论两种或实验证据比较通常验证。然而,这种方法并不能保证经过验证的模型能够在细节中重现局部效果,这在这种非标准几何形状中是如此重要。本文在制定并讨论了层状流动状态下盘绕管中的对流传热的数值模型。在与Bozzoli等人的最新实验结果的比较中检查了其良好。 [1]根据沿着管道的边界的对流热通量分布,通过确保模型的有效性也在局部行为的描述中。虽然本文报告了该模拟/验证过程的初步结果,但它可能对研究界感兴趣,因为它提出了一种新的方法,可以有助于验证许多用于非标准几何模型。

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