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Mathematical Model and Calculation of Water-Cooling Efficiency in a Film-Filled Cooling Tower

机译:薄膜冷却塔水冷却效率的数学模型与计算

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摘要

Different approaches to simulation of momentum, mass, and energy transfer in packed beds are considered. The mathematical model of heat and mass transfer in a wetted packed bed for turbulent gas flow and laminar wave counter flow of the fluid film in sprinkler units of a water-cooling tower is presented. The packed bed is represented as the set of equivalent channels with correction to twisting. The idea put forward by P. Kapitsa on representation of waves on the interphase film surface as elements of the surface roughness in interaction with the gas flow is used. The temperature and moisture content profiles are found from the solution of differential equations of heat and mass transfer written for the equivalent channel with the volume heat and mass source. The equations for calculation of the average coefficients of heat emission and mass exchange in regular and irregular beds with different contact elements, as well as the expression for calculation of the average turbulent exchange coefficient are presented. The given formulas determine these coefficients for the known hydraulic resistance of the packed bed element. The results of solution of the system of equations are presented, and the water temperature profiles are shown for different sprinkler units in industrial water-cooling towers. The comparison with experimental data on thermal efficiency of the cooling tower is made; this allows one to determine the temperature of the cooled water at the output. The technical solutions on increasing the cooling tower performance by equalization of the air velocity profile at the input and creation of an additional phase contact region using irregular elements "Inzhekhim" are considered.
机译:考虑了在填充床中模拟动量,质量和能量转移的不同方法。提出了湿式填充床中水冷塔喷淋头中湍流和液膜层流逆流的传热传质数学模型。填充床表示为对扭曲进行校正的一组等效通道。 P. Kapitsa提出的想法是将相间膜表面上的波表示为与气流相互作用的表面粗糙度元素。温度和水分含量分布图是根据为具有体积热量和质量源的等效通道编写的热量和质量传递的微分方程的解找到的。给出了具有不同接触元件的规则床和不规则床的平均热交换和质量交换系数的计算公式,以及平均湍流交换系数的计算表达式。给定公式确定了填充床元件已知水力阻力的这些系数。给出了方程组求解的结果,并显示了工业水冷却塔中不同洒水装置的水温曲线。与冷却塔热效率的实验数据进行了比较。这样就可以确定输出端的冷却水温度。考虑了通过均衡输入处的空气速度分布并使用不规则元素“ Inzhekhim”创建附加相接触区域来提高冷却塔性能的技术解决方案。

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