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Phonon density of states in nanocrystalline ~(57)Fe

机译:纳米晶〜(57)Fe中声子的态密度

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The Born-von Karman model is used to calculate phonon density of states (DOS) of nanocrystalline bcc Fe. It is found that there is an anisotropic stiffening in the interatomic force constants and hence there is shrinking in the nearest-neighbour distances in the nanophase. This leads to additional vibrational modes above the bulk phonons near the bottom of the phonon band. It is found that the high energy phonon modes of nanophase Fe are the surface modes. The calculated phonon DOS closely agree with the experimental data except a peak at 37 meV. The calculated phonon dispersion relations are also compared with those of the bulk phonons and anomalous behaviour is discussed in detail. The specific heat in nanophase enhances as compared to bulk phase at low temperatures and the calculated Debye temperature Θ_D agrees with the experimental results. It is predicted that the nanocrystalline Fe may consist of about 14 GPa pressure.
机译:Born-von Karman模型用于计算纳米晶bcc Fe的声子态密度(DOS)。已经发现,原子间力常数存在各向异性的增强,因此在纳米相中最近邻距离的收缩。这会在声子带底部附近的体声子上方产生其他振动模式。发现纳米相Fe的高能声子模式是表面模式。计算得出的声子DOS与实验数据非常吻合,除了在37 meV处有一个峰。还将计算的声子色散关系与体声子的色散关系进行比较,并详细讨论了异常行为。与低温下的本体相相比,纳米相中的比热增加,并且计算的德拜温度Θ_D与实验结果一致。据预测,纳米晶Fe可以由约14GPa压力组成。

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