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首页> 外文期刊>International Journal of Thermal Sciences >An approach to consider lateral heat conduction effects in the evaluation process of transient heat transfer measurements using TLC
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An approach to consider lateral heat conduction effects in the evaluation process of transient heat transfer measurements using TLC

机译:在使用TLC的瞬态传热测量评估过程中考虑横向传热效应的方法

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摘要

The standard transient evaluation technique for the experimental determination of heat transfer coefficients with Thermochromic Liquid Crystals is based on a one-dimensional heat conduction model inside a semi-infinite wall. However, complex flow situations induced by obstacles like cylinders, skewed ribs or vortex generators lead to spatially varying heat transfer coefficients and therefore to lateral conduction effects. Kingsley-Rowe et al. [1] developed an analytical empirical correction method considering these effects for flat two-dimensional heat conduction problems and an ideal step change of the fluid reference temperature. This method is expanded to capture three-dimensional heat conduction situations and slow transient fluid reference temperature changes. Transient simulations for twelve different heat transfer coefficient distributions and three different reference temperature histories constitute the pool of data for the determination of the empirical constants and the validation of the method. The results showed an appropriate correction of the heat transfer coefficients received by the standard evaluation method. Therefore the presented method offers the opportunity to consider three-dimensional heat conduction effects in a fast and efficient way in combination with the standard evaluation process. (C) 2016 Elsevier Masson SAS. All rights reserved.
机译:用于通过热致变色液晶实验确定传热系数的标准瞬态评估技术基于半无限壁内的一维导热模型。但是,由障碍物(如圆柱体,倾斜的肋骨或涡流发生器)引起的复杂流动情况会导致空间传递系数的变化,从而导致横向传导效应。 Kingsley-Rowe等。 [1]开发了一种基于经验的分析校正方法,该方法考虑了平面二维热传导问题和流体参考温度的理想阶跃变化的这些影响。扩展了该方法,以捕获三维热传导情况和缓慢的瞬态流体参考温度变化。十二种不同的传热系数分布和三种不同的参考温度历史记录的瞬态模拟构成了用于确定经验常数和方法验证的数据池。结果表明通过标准评估方法可以适当地校正传热系数。因此,所提出的方法提供了结合标准评估过程以快速有效的方式考虑三维热传导效应的机会。 (C)2016 Elsevier Masson SAS。版权所有。

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