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Equation of State for ErFe_2 from Quantum Calculations

机译:量子计算得出的ErFe_2的状态方程

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The quantum density functional theory (DFT) allows to predict the mechanical properties of bulk materials like the binding energy [1,2] and the elastic properties [3,4],as well as to solve chemically oriented problems,like finding the preferred position of an absorbed atom or a molecule [5-7].DFT can be used to determine the crystalline structure,corresponding to a given pressure [8,9].Here we apply successfully DFT methods to find the equation of state for the Laves phase of ErFe_2 for pressures below 30 GPa.The problem is motivated by the fact,that Laves phases are potential materials for the hydrogen storage and the considered range of pressures is used for pressured saturation.
机译:量子密度泛函理论(DFT)可以预测散装材料的机械性能,例如结合能[1,2]和弹性性能[3,4],以及解决化学取向问题,例如找到首选位置吸收的原子或分子[5-7]。DFT可用于确定晶体结构,对应于给定的压力[8,9]。在这里,我们成功地应用了DFT方法来找到拉夫斯相的状态方程压力低于30 GPa时,ErFe_2的摩尔数为2。这个问题是由以下事实引起的:拉夫斯相是储氢的潜在材料,并且考虑的压力范围用于压力饱和。

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