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Energy distribution in an ensemble of nanoparticles and its consequences

机译:纳米粒子集合中的能量分布及其后果

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摘要

In general, considerations about isothermal ensembles of nanoparticles assume that each one of the particles is at the same temperature. However, there are experimental indications that such an isothermal ensemble does not exist. Therefore, it is advised to analyze phenomena connected to the temperature distribution within such an ensemble. The detailed analysis presented in this work led to the assumption of a normal distribution of the energy within an ensemble of nanoparticles where basic properties of such an “isothermal” ensemble can be predicted. The width of the energy distribution decreases with increasing particle size. This particle size dependence of the energy per particle controls phase fluctuations in the vicinity of the transformation temperature. Additionally, applying the temperature profile of a phase transformation, it is possible to calculate the particle size distribution of the ensemble with a precision within the scattering range of the experimental data. This is the most important application of this analysis and coincidently a proof of the basic premise. The basic quantity determining the width of the energy distribution is the heat capacity of the particles. For these calculations, bulk data for the heat capacity were successfully applied. This leads to the conclusion that the data for heat capacity of nanoparticles are very close to the bulk values.
机译:通常,关于纳米粒子的等温集合的考虑假设每个粒子处于相同的温度。但是,有实验表明,这种等温集合体不存在。因此,建议分析与这种集合内的温度分布有关的现象。这项工作中提出的详细分析导致了一个假设,即纳米颗粒集合体中能量的正态分布,可以预测这种“等温”集合体的基本特性。能量分布的宽度随着粒径的增加而减小。每个粒子能量的这种粒度依赖性控制了转变温度附近的相位波动。另外,通过应用相变的温度分布,可以在实验数据的散射范围内以精确的方式计算集合体的粒径分布。这是此分析最重要的应用,同时也是基本前提的证明。决定能量分布宽度的基本量是颗粒的热容量。对于这些计算,成功应用了热容量的大量数据。这得出结论,纳米颗粒的热容量数据非常接近整体值。

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