Non-isothermal adsorption rate model of activated carbon-ethanol pair for solar cooling applications estimated through CFD simulation

S. Jribi, T. Miyazaki, S. Koyama, B. Saha, Shinnosuke Maeda, T. Maruyama
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Abstract

Adsorption cooling systems (ACS) are feasible alternative to vapor compression cooling system as they employ natural and benign refrigerants and could be driven by solar energy or waste heat. Performance optimization of ACS could be carried out using CFD simulations with lower cost and faster time comparing to experimental testing. One of the crucial parameters to obtain reliable CFD simulation results is the diffusion time constant of adsorption rate equation estimated from experimental data. This study presents transient CFD simulations of ethanol adsorption onto activated carbon powder of type Maxsorb III carried out by Ansys-Fluent v14.5 software using 2D-axisymmetric geometry. The mathematical model consists of mass, momentum and energy conservation equations as well as adsorption isotherm and adsorption kinetic equations implemented via user defined functions (UDFs). The conditions used were same as those employed in gravimetric adsorption analyzer that is 30°C, 2.25 kPa and 3.32 kPa for temperature, initial and inlet pressures, respectively. Through multiple CFD simulations, we estimated the appropriate diffusion time constant of non-isothermal linear driving force (LDF) equation which led to simulated adsorption uptakes agreeing fairly with those measured experimentally. The mathematical model employing non-isothermal LDF equation could be implemented to simulate the heat and mass transfer in large scale adsorption/desorption bed and to optimize the performance of activated carbon-ethanol based adsorption cooling system.
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通过CFD模拟估算了太阳能制冷用活性炭-乙醇对的非等温吸附速率模型
吸附冷却系统(ACS)是蒸汽压缩冷却系统的可行替代方案,因为它采用天然和良性制冷剂,可以由太阳能或废热驱动。与实验测试相比,利用CFD模拟可以实现ACS的性能优化,成本更低,时间更快。根据实验数据估算吸附速率方程的扩散时间常数是获得可靠的CFD模拟结果的关键参数之一。采用二维轴对称几何模型,利用Ansys-Fluent v14.5软件对Maxsorbⅲ型活性炭粉末对乙醇的吸附过程进行了瞬态CFD模拟。数学模型由质量、动量和能量守恒方程以及吸附等温线和吸附动力学方程组成,通过用户定义函数(udf)实现。所用条件与重量吸附分析仪相同,温度为30℃,初始压力为2.25 kPa,进口压力为3.32 kPa。通过多次CFD模拟,估计了非等温线性驱动力(LDF)方程的合适扩散时间常数,使模拟吸附量与实验测量值基本一致。采用非等温LDF方程建立的数学模型可以模拟大型吸附/解吸床的传热传质过程,优化活性炭-乙醇基吸附冷却系统的性能。
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