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树脂基体内氮化铝颗粒填充材料热导率的有限元模拟

Finite element simulation of thermal conductivity of aluminum nitride particle filled resin composites

  • 摘要: 通过理论模拟研究了氮化铝(AlN)粉体颗粒的尺寸、空间堆积密度及颗粒复配对树脂材料热导率的影响。进一步使用热导率数据考察复合材料的导热性能。计算结果表明:在树脂材料中添加氮化铝,氮化铝颗粒堆积密度小于10%时,体系热导率低于0.6 W/(m·K)。如果将氮化铝的堆积密度提高到64%以上,树脂复合材料的热导率将会提高到7.31 W/(m·K)以上。导热通路是热量传输的关键,高堆积密度会使氮化铝颗粒之间产生更多的导热通路,方便了热量传输。颗粒间的导热通路在较低的堆积密度下难以形成,因此热导率无法提高。对比树脂的热导率0.3 W/(m·K),若需较高的热导率,树脂材料内填充氮化铝的堆积密度应该高于40%,最好在50%以上,使得复合材料热导率高于2.5 W/(m·K)。因为实验上测定树脂基体条件下氮化铝颗粒体系热导率在样本量比较大时需要耗费较多时间,本工作在实验工作开始前可先进行理论上的预测,根据预测结果对实验进行合理安排。

     

    Abstract: The influence of particle size, packing density, and particle size distribution on the thermal conductivity of aluminum nitride particle (AlN) filled resin composites was analyzed by the theoretical simulation method. We further used thermal conductivity data to investigate the thermal conductivity performance of composite materials. The simulation results showed that if the aluminum nitride particles are added into resin material, when the packing density of aluminum nitride particles is less than 10%, the thermal conductivity of the system is less than 0.6 W/(m·K). When the packing density of aluminum nitride is higher than 64%, the thermal conductivity of the system will be higher than 7.31 W/(m·K). Thermal conductivity pathways are crucial for the heat transfer. Some thermal conductivity pathways are formed between aluminum nitride particles at high-density stacking, which is useful for the heat conductivity. However, thermal conductivity pathways between particles cannot be formed at low-density stacking, resulting in lower thermal conductivity. According to the thermal conductivity of the resin of 0.3 W/(m·K), if a higher thermal conductivity is required, the particle packing density of aluminum nitride in the system needs to reach over 40%, preferably over 50%, so that the thermal conductivity of the composite material is higher than 2.5 W/(m·K). It will be time-consuming for measuring the thermal conductivity of aluminum nitride particle system under resin matrix conditions when the experimental sample number is relatively large. This work could provide a theoretical prediction before experimental work and the experiments could be reasonably carried out based on the theoretical results.

     

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