空气与水顺流直接接触热质交换过程模型计算及分析

    Model calculation and analysis of heat and mass transfer of air and water in a direct contact forward flow

    • 摘要: 为了获得方便计算空气与水顺流直接接触热质交换过程的公式和方法,为蒸发冷却设备的设计和实验分析提供了理论指导和新方法,该文基于模型假设和对空气与水顺流直接接触热质交换过程的能量分析,推导出了揭示空气与水顺流进行热质交换时,空气与水的状态参数与过程的无因次量-传质单元数NTUm、传热单数元数NTUh和水气比β之间内在规律的通用方程组,并给出了利用MATLAB软件求解方程组的计算方法。应用到绝热等焓过程,理论结果与前人的理论推导结论相同。对一冷却减湿过程进行计算和分析表明,在空气与水进口状态参数一定的情况下,过程的NTUm、NTUh、β之间存在相互联系的内在关系;顺流时,进口条件一定,β有一最小值;当β一定时,NTUm增加到一定值后,对热质交换过程已基本没有影响;当NTUm一定时,有一最佳β值,此时空气温降最大。

       

      Abstract: Based on a model and energy analysis of heat and mass transfer of air and water in a direct contact forward flow, a set of general equations which express the internal relationship among the state parameters of air and water and dimensionless parameters of transfer process such as number of heat transfer NTUh, number of mass transfer NTUm and ratio of water with air flux were deduced theoretically in this paper for the purpose of obtaining calculation equations and method about heat and mass transfer of air and water in a direct contact forward flow, and for producing a theory and a new method on designing evaporation cooling equipment and analyzing experiment data. A method by use of MATLAB to solve general equations was also proposed. Using the general equations to the isoenthalpy process, the theoretical conclusion is the same as previous theoretical result. Calculations and analysis for a cooling-dehumidifying process show that an inherent relationship among NTUm, NTUh and β exists and there is minimum of β while the inlet state parameters of air and water are given, and while β is consistent and NTUm is increased to a certain value, NTUm has no influence on the results, while NTUm is consistent, there is a β corresponding to a maximum temperature falling for air.

       

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