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国家自然科学基金(11347179)

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相关作者:王广新段秀芝常春蕊更多>>
相关机构:河北联合大学更多>>
发文基金:国家自然科学基金河北省科技计划项目更多>>
相关领域:理学更多>>

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First principles study on d^0 half-metallic properties of full-Heusler compounds RbCaX_2(X=C,N,and O)
2015年
A first-principles approach is employed to study the structural, electronic, and magnetic properties of RbCaX2 (X = C, N, and O) full-Heusler compounds. It is observed that RbCaN2 and RbCaO2 are new do half-metals with an integer magnetic moment of 3 μB and 1 μB in their ferrimagnetic ground states, respectively, while RbCaC2 is a common metallic compound. Analysis of the density of states of these compounds indicates that the magnetic moment and furthermore, the half-metallicity primarily originate from the spin-polarization of the p-like states of N and O atoms. The half-metallic (HM) gaps of RbCaN2 and RbCaO2 are notably large; thus, the half-metallicity is robust against lattice distortion. Such materials are suitable to be grown on various semiconductor substrates. In addition, for RbCaN2 and RbCaO2, four possible terminations of the surface are also calculated.
高永春王啸天Habib Rozale
极坐标系和椭圆坐标系下薛定谔方程及其解的研究
2014年
给出极坐标系和椭圆坐标系下薛定谔方程的表达式后,分别在这两种坐标下对特定的薛定谔方程进行求解,然后利用计算机模拟功能,得出了电子的基态能量和概率密度分布。最后对其结果进行了分析。
段秀芝王广新常春蕊
关键词:极坐标薛定谔方程基态能量概率密度
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