耦合传热传质对活性炭/甲醇吸附式太阳能制冷机性能的影响

W. Chekirou, N. Boukheit, T. Kerbache
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引用次数: 2

摘要

本文以AC-35/甲醇对活性炭为吸附剂/吸附物,建立了管状吸附器传热传质及非均匀温度、均匀压力影响的一维数学模型。由于吸附器在工作循环中存在复杂的传热传质耦合现象,因此对吸附器的建模和分析是这类研究的重点。该模型由吸附层内的能量方程、吸附壁面的能量平衡方程和双变固气平衡状态方程组成,采用Dubinin-Astakhov模型描述吸附现象。采用全隐式格式的有限差分法对方程组进行离散化。采用迭代法对离散系统进行了解析。用相同数值条件下热力学循环的理论结果验证了模型的有效性。数值模拟结果与理论结果吻合较好。结果表明,该模型能较好地描述太阳能冰箱管状吸附器的热行为。根据计算机模拟的结果,讨论了固体吸附剂的等效电导率、管壁与多孔介质之间的传热系数以及金属吸附剂壁的发射率等影响太阳能性能和冷却电源系统性能的几个主要因素。研究了绩效体系与这些因素之间的关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Effect of coupled heat and mass transfers on the performance of adsorptive solar refrigerator using the pair activated carbon / methanol
This paper presents a one-dimensional mathematical model which accounts for heat and mass transfer in a tubular adsorber as well as the effects of non-uniform temperature and uniform pressure distribution, using the pair activated carbon AC-35/ methanol as an adsorbent/adsorbate. The modelling and the analysing of the adsorber is the key point of such studies, because of the complex coupled heat and mass transfer phenomena that occur during the working cycle. This model consists of the energy equation in the adsorbent layers, the energy balance equation of the adsorber wall, and state equation of the bivariant solid- vapour equilibrium using the Dubinin-Astakhov model to describe the adsorption phenomena. The discretization of equations system is carried out using the finite differences method with a fully implicit scheme. The resolution of the discretized system is carried out using an iterative method. The validity of the model has been checked by using theoretical results of the thermodynamic cycle under the same numerical conditions. A good agreement between numerical simulation and theoretical results has been achieved. This comparison shows that the proposed model can describe the details of thermal behaviour in a tubular adsorber of the solar refrigerator. Several main factors affecting the solar performance and the cooling power system's are discussed according to the results of computer simulations, such as: equivalent conductivity of the solid adsorbent, heat transfer coefficient between the tube wall and the porous media and the emissivity of the metallic adsorber wall. The relationship between the performance system's and these factors is investigated.
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