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A THERMAL CONDUCTIVITY MODEL FOR MICRO-NANOSCALE DIAMOND THIN FILMS USING DISPERSION CURVE DATA

机译:微纳米级金刚石薄膜使用色散曲线数据的热导电模型

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Thermal conductivity is investigated for Cubic C (diamond). Boundary scattering, Umklapp processes, Normal processes and presence of impurities are the mechanisms considered for heat flow resistance. Three symmetry directions [001], [110], [111], and three polarizations for each direction in the first Brillouin zone are considered for the material. The main purpose of this study is to analyze the effect of the curvature of phonon dispersion curves on the thermal conductivity, and develop an accurate model. The model incorporates the effects of impurity and impurity concentration, film thickness, and crystal orientation on thermal conductivity. The model is validated by comparing results with experimental data for diamond. The results show that the curvature of the dispersion curves dramatically affects the thermal conductivity. A sensitivity analysis is conducted to study the effect of boundary scattering as the film decreases in thickness and the effect of impurities.
机译:研究了热导率,用于立方C(金刚石)。边界散射,UMKLAPP工艺,正常方法和杂质的存在是考虑热流动阻力的机制。考虑用于该材料的三个对称方向,[110],[111]和第一布里渊区中的每个方向的三偏振。本研究的主要目的是分析声音色散曲线曲率对导热率的影响,并开发精确的模型。该模型包含杂质和杂质浓度,膜厚度和晶体取向对导热率的影响。通过将结果与钻石的实验数据进行比较来验证该模型。结果表明,分散曲线的曲率显着影响导热率。作为薄膜厚度降低和杂质的效果,对敏感性分析进行研究以研究边界散射的影响。

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