Improvement of the Method of Calculating Heat Transfer Coefficients Using Glycols Taking into Account Surface Forces of Heat Carriers

Yuriy Bilonoga, Volodymyr Atamanyuk, Volodymyr Stybel, Ihor Dutsyak, Uliana Drachuk
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Abstract

This study compares the classic calculating method of the heat transfer coefficients of the shell-and-tube heat exchanger tubes using the classic Nusselt, Reynolds, and Prandtl similarity numbers with a new method that takes into account the coefficients of surface tension of heat carriers, their transitional, turbulent viscosity and thermal conductivity, as well as the average thickness of the laminar boundary layer (LBL). The classic method shows a better efficiency of water as a heat carrier com-pared to a 45% aqueous solution of propylene glycol. Instead, the new calculation method shows that a 45% aqueous solution of propylene glycol at the same Rey-nolds numbers has higher heat transfer coefficients com-pared to water in the temperature range of 273–353 K. We divided the "live cross-section" of the flow of the liquid coolant into a medium-thick LBL, where the Fourier equation of thermal conductivity is applied, and into its turbulent part, where the equation of thermal conductivity with turbulent thermal conductivity is also applied. A new formula (14) is proposed for calculating the average thickness of the LBL based on the radius of the "live cross-section" of the coolant flow, as well as the Blturb similarity number obtained by us in previous works. A new formula (15) is also proposed for calculating the heat transfer coefficient, which includes the transitional and turbulent thermal conductivity of the corresponding zones of the flow "live section", as well as the average thickness of the LBL.
考虑热载体表面力的用乙二醇计算传热系数方法的改进
本文比较了采用经典的Nusselt、Reynolds和Prandtl相似数计算管壳换热管换热系数的经典方法与考虑热载体表面张力、过渡系数、湍流粘度和导热系数以及层流边界层(laminar边界层)平均厚度的新方法。与45%的丙二醇水溶液相比,经典方法显示水作为热载体的效率更高。相反,新的计算方法表明,相同雷诺德数的45%丙二醇水溶液在273 ~ 353 K的温度范围内比水具有更高的换热系数。我们将液体冷却剂流动的“活截面”分为中厚LBL,其中应用了导热系数的傅立叶方程,并将其分为湍流部分,其中也应用了具有湍流导热系数的导热系数方程。根据冷却剂流动的“活截面”半径,结合我们在以往工作中得到的Blturb相似数,提出了计算LBL平均厚度的新公式(14)。本文还提出了计算换热系数的新公式(15),其中包括流动“活截面”对应区域的过渡导热系数和湍流导热系数,以及LBL的平均厚度。
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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