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Pressure-dependent electronic properties of MgO polymorphs: a first-principles study of Compton profiles and autocorrelation functions

机译:MgO多晶型物随压力变化的电子性质:康普顿分布和自相关函数的第一性原理研究

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The first-principles periodic linear combination of atomic orbitals method within the framework of density functional theory implemented in the CRYSTAL06 code has been applied to explore effect of pressure on the Compton profiles and autocorrelation functions (AF) of MgO. Calculations are performed for the B1, B2, B3, B4, B81, and h-MgO polymorphs of MgO to compute lattice constants and bulk moduli. The isothermal enthalpy calculations predict that B4 → B81, h-MgO → B81, B3 → B2, B4 → B2, and h-MgO → B2 transitions take place at 2, 9, 37, 42, and 64 GPa, respectively. The high-pressure transitions B81 → B2 and B1 → B2 are found to occur at 340 and 410 GPa, respectively. The pressure-dependent changes are observed largely in the valence electrons Compton profiles, whereas core profiles are almost independent of the pressure in all MgO polymorphs. Increase in pressure results in broadening of the valence electrons Compton profiles. The principal maxima in the second derivative of Compton profiles shifts toward high-momentum side in all structures. Reorganization of momentum density in the B1 → B2 structural phase transition is seen in the first and second derivatives before and after the transition pressure. Features of the AFs shift toward smaller distances when pressure increases.
机译:在CRYSTAL06代码中实现的密度泛函理论框架内,原子轨道方法的第一性原理周期性线性组合已被用于研究压力对MgO的康普顿剖面和自相关函数(AF)的影响。对MgO的B1,B2,B3,B4,B81 和h-MgO多晶型进行计算,以计算晶格常数和体积模量。等温焓计算预测B4→B81 ,h-MgO→B81 ,B3→B2,B4→B2和h-MgO→B2的转变发生在2、9、37、42和64 GPa。发现高压转变B81 →B2和B1→B2分别发生在340 GPa和410 GPa处。在价电子康普顿分布中主要观察到压力相关的变化,而在所有MgO多晶型物中,核心分布几乎与压力无关。压力增加导致价电子康普顿分布变宽。康普顿轮廓的二阶导数的主要最大值在所有结构中都向高动量侧移动。在转变压力之前和之后的一阶和二阶导数中看到了B1→B2结构相变中动量密度的重组。当压力增加时,AF的功能会朝较小的距离移动。

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    《Journal of Materials Science》 |2012年第21期|p.7549-7557|共9页
  • 作者单位

    Department of Physics, M.L. Sukhadia University, Udaipur, 313001, India;

    Department of Physics, University of Rajasthan, Jaipur, 302004, India;

    Department of Physics, M.L. Sukhadia University, Udaipur, 313001, India;

    Department of Physics, Northeastern University, 110 Forsyth St, Boston, MA, 02115, USA;

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