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A numerical study to investigate the heat transfer and thermodynamic performance of a natural convection driven thermal energy storage system

机译:研究自然对流驱动热能存储系统的传热和热力学性能的数值研究

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In this work numerical experiment was performed for studying the heat transfer and thermodynamic performance of the melting process in a bottom heated square cavity. The bottom wall is maintained at a temperature higher that the melting temperature of the PCM, while all other walls are perfectly insulated. The transient numerical simulations were performed for melting Gallium, (a low Prandtl number PCM with high latent heat to density ratio) at moderate Rayleigh number (Ra ~ 10°). The transient numerical model consist of solving coupled continuity, momentum and energy equation in the unstructured formulation using the PISO algorithm. In this work, the fixed grid, source-based enthalpy-porosity approach has been adopted. The heat transfer performance of the melting process was analyzed by studying the evolution of global fluid fraction, Nusselt number at the hot wall, volume averaged normalised flow kinetic energy with time. The thermodynamic performance is analyzed by calculating local entropy generation rates considering both irreversibility due to finite temperature gradient and viscous dissipation. The values of second law efficiency clearly shows that the current thermal design of the phase-change heat accumulators are very close to the ideal design.
机译:在这项工作中,进行了数值实验,以研究底部加热的方腔中熔融过程的传热和热力学性能。底壁保持在高于PCM熔化温度的温度,而所有其他壁都完全绝缘。在中等瑞利数(Ra〜10°)下对熔化的镓(具有高潜热密度的低Prandtl数PCM)进行了瞬态数值模拟。瞬态数值模型由使用PISO算法求解非结构化公式中的耦合连续性,动量和能量方程组成。在这项工作中,采用了固定网格,基于源的焓-孔隙率方法。通过研究整体流体分数,热壁处的努塞尔数,体积平均归一化流动动能随时间的变化,分析了熔融过程的传热性能。通过计算局部熵产生率来分析热力学性能,同时考虑由于有限的温度梯度和粘性耗散而引起的不可逆性。第二定律效率的值清楚地表明,相变储热器的当前热设计非常接近理想设计。

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