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A complete set of simple and optimized correlations for microchannel flow boiling and two-phase flow applications

机译:一套完整的微通道流沸腾和两相流应用的简单和优化相关性

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In this work a complete set of simple and optimized correlations for flow boiling and two-phase flow conditions in microchannels were developed for prediction of the critical heat flux, flow pattern transition, heat transfer coefficient, frictional pressure drop, void fraction, slip ratio and liquid entrainment fraction in compact thermal applications. The goal was to identify and optimize a set of the dimensionless numbers associated with these parameters to obtain simple and easy to be implemented correlations but still with low prediction error. These simple correlations were characterized by three points: (i) just one continuous function with few dimensionless numbers, (ii) easily linearized and (iii) a equation format that makes possible to obtain analytically the inverse function of any of its independent parameters. These characteristics are important when developing models for simulations of compact thermo-hydraulic systems, where linear models and fast numerical codes are desired. The third characteristic simplifies solution and convergence of system of equations by use of explicit methods. The correlations were optimized using the dimensionless numbers which better correlated to the experimental data. The experimental database was carefully selected for each parameter to cover a wide range of flow conditions and fluids used in microchannels applications. This set of simple correlations could predict their database with a similar or better performance than more complex correlations presented in literature. In addition, the analysis of all these prediction parameters together allowed identification of similarities and relations among the predicted parameters. (C) 2017 Elsevier Ltd. All rights reserved.
机译:在这项工作中,开发了一种全套简单且优化的微通道中的两相流动条件的相关性,用于预测临界热通量,流动模式过渡,传热系数,摩擦压降,空隙分数,滑移比和紧凑型热应用中的液体夹带分数。目标是识别和优化与这些参数相关联的一组无量纲数字,以获得简单且易于实现的相关性,但仍然具有低预测误差。这些简单的相关性的特征在于三个点:(i)仅具有少量无量纲数的连续功能,(ii)易于线性化和(iii)的等式格式,使得可以在其自然参数中的任何一个自主参数中获得的等式格式。当需要采用线性模型和快速数值代码的模拟模拟时,这些特性很重要。第三种特征通过使用明确方法简化了方程式系统的解决方案和收敛性。使用与实验数据更好相关的无量纲数进行优化相关性。为每个参数仔细选择实验数据库以覆盖微通道应用中使用的各种流动条件和流体。这组简单的相关性可以预测其数据库,其具有与文献中的更复杂的相关性相似或更好的性能。另外,对所有这些预测参数的分析在一起允许识别预测参数之间的相似性和关系。 (c)2017 Elsevier Ltd.保留所有权利。

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