A review of frictional pressure drop characteristics of single phase microchannels having different shapes of cross sections

IF 1 Q4 ENGINEERING, CHEMICAL Chemical Product and Process Modeling Pub Date : 2023-05-03 DOI:10.1515/cppm-2022-0084
Bushra Khatoon, W. Khan, Shabih-ul-Hasan, M. S. Alam
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Abstract

Abstract This paper theoretically studied pressure drop variation in microchannels having different cross sections (circular, rectangular, square, trapezoidal, triangular, elliptical, parallel plate, co-centric circles, hexagonal, wavy, smoothed or rounded corners cross sections, and rhombus) for single phase Newtonian fluid (gas and liquid) flow. Based on 41 years (approximately) prior literature (1981–till now), 249 articles were studied and number of correlations of pressure drop calculation in microchannels with or without friction factor equation for four cross sections i.e., rectangular, square, circular, trapezoidal, wavy and triangular is collected and also mentioned their limitations at one place. Other than these four cross sections, there is very few experimental/numerical works was present in the literature. A comparable study was performed for laminar as well as turbulent friction factor to calculate the pressure drop with the help of classical theory for gas and liquid flow in microchannels with circular and rectangular cross sections. Results show wonderful outcomes i.e., correlations of laminar pressure drop study can be extendable for transition and turbulent regime in both types (circular and rectangular) of cross sections of microchannels. In different types of flow regime, it is suggested that for each type of cross section (circular and rectangular) we can go for single correlation for gas/liquid system. It is also investigated that the macro channels pressure drop equations can be used for microchannels up to the certain values of Reynolds number. Basically, this paper provides all possible equations of friction factor related to the microchannels that helps to calculate the pressure drop, is collected at one platform also compared their deviation with conventional channels.
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不同截面形状单相微通道摩擦压降特性研究进展
摘要本文从理论上研究了单相牛顿流体(气体和液体)流动中具有不同横截面(圆形、矩形、方形、梯形、三角形、椭圆形、平行板、同心圆、六边形、波浪形、平滑或圆角横截面和菱形)的微通道中的压降变化。基于41年(大约)的现有文献(1981年至今),研究了249篇文章,收集了四个截面(即矩形、方形、圆形、梯形、波浪形和三角形)的微通道中有或没有摩擦系数方程的压降计算的相关性,并在一个地方提到了它们的局限性。除了这四个横截面之外,文献中很少有实验/数值工作。借助圆形和矩形截面微通道中气体和液体流动的经典理论,对层流和湍流摩擦系数进行了比较研究,以计算压降。结果显示了极好的结果,即层流压降研究的相关性可以扩展到两种类型(圆形和矩形)的微通道横截面中的过渡和湍流状态。在不同类型的流态中,建议对于每种类型的横截面(圆形和矩形),我们可以对气体/液体系统进行单一关联。还研究了宏观通道压降方程可以用于雷诺数达到一定值的微通道。基本上,本文提供了与微通道相关的所有可能的摩擦系数方程,有助于计算压降,在一个平台上收集,并将其偏差与传统通道进行了比较。
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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来源期刊
Chemical Product and Process Modeling
Chemical Product and Process Modeling ENGINEERING, CHEMICAL-
CiteScore
2.10
自引率
11.10%
发文量
27
期刊介绍: Chemical Product and Process Modeling (CPPM) is a quarterly journal that publishes theoretical and applied research on product and process design modeling, simulation and optimization. Thanks to its international editorial board, the journal assembles the best papers from around the world on to cover the gap between product and process. The journal brings together chemical and process engineering researchers, practitioners, and software developers in a new forum for the international modeling and simulation community. Topics: equation oriented and modular simulation optimization technology for process and materials design, new modeling techniques shortcut modeling and design approaches performance of commercial and in-house simulation and optimization tools challenges faced in industrial product and process simulation and optimization computational fluid dynamics environmental process, food and pharmaceutical modeling topics drawn from the substantial areas of overlap between modeling and mathematics applied to chemical products and processes.
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