Pore-scale melting behaviors in composite phase change material with porosity gradients

多孔性 材料科学 相变材料 潜热 热导率 温度梯度 复合材料 传热 热能储存 复合数 格子Boltzmann方法 多孔介质 热的 热力学 气象学 物理
作者
Yuyuan Yang,Zhenghua Rao,Tian Zhou,Ping Zhou,Shengming Liao
出处
期刊:Applied Thermal Engineering [Elsevier BV]
卷期号:236: 121659-121659 被引量:6
标识
DOI:10.1016/j.applthermaleng.2023.121659
摘要

Latent heat storage is a promising thermal energy storage solution to tackle the time-space conflict in energy demand. However, the low thermal conductivity of pure phase change material may limit the thermal energy storage performance of latent heat storage systems. In this work, porous support with gradient porosity and high thermal conductivity is incorporated into the phase change material to minimize the total melting time. A pore-scale lattice Boltzmann model for simulating the melting process of composite phase change material is established to investigate the effect of gradient porosity on the dynamic melting process. The results show that the two-dimensional gradient porosity structure can significantly improve the melting rate of composite phase change material. Compared with a uniform porosity structure, the melting time can be reduced by up to 8.58% in this work. By considering the changes in dominant heat transfer mechanisms during the melting process and the asymmetric evolution of the upper and lower parts of the melting front, the two-dimensional gradient porosity structure combines the advantages of horizontal and vertical one-dimensional gradient porosity structure. It is also found that the gradient porosity structures slow down the melting process of composite phase change material when the porosity is too small in the lower right corner of the square cavity or when the two-dimensional gradient porosity is divided too finely. The solid phase change material in this area mainly relies on thermal convection for melting, and it can significantly delay the melting time when the flow velocity is low, with a maximum extension of 26.58% of the melting time as compared to a uniform porosity structure.
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