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Structural and electronic properties of superconducting Heusler alloy Ni$_{2}$Nb$_{1+x}$Sn$_{1-x}$: extit{Ab initio} approach

机译:超导Heusler合金的结构和电子性质  Ni $ _ {2} $ Nb $ _ {1 + x} $ sn $ _ {1-x} $: textit {ab initio}方法

摘要

Using extit{ab initio} calculation, we investigate systematically thestructural and electronic properties of Ni$_{2}$Nb$_{1+x}$Sn$_{1-x}$ ($x$ = 0,0.25, 0.50). Here, projector augmented wave approach (PAW) implemented in theVienna extit{ab initio} simulation package (VASP) within generalized gradientapproximation (GGA) for the exchange-correlation functional has been used. Inthis article, it is reported that though Ni$_{2}$NbSn andNi$_{2}$Nb$_{1.25}$Sn$_{0.75}$ have no structural transformation,Ni$_{2}$Nb$_{1.5}$Sn$_{0.5}$ can transform to tetragonal structure from cubicL2$_{1}$ phase. The cubic lattice parameter decreases with Nb doping at Snsites in off-stoichiometric alloys. The alloys are in paramagnetic phase in allthe structures. The hybridization between Ni and Nb 3d states triggers thetetragonal distortion. Due to Nb doping in cubic L2$_{1}$ phase, there is asignificant change in total density of states (DOSs) at Fermi energy (E$_{F}$)(N(E$_{F}$)). N(E$_{F}$) increases with increasing Nb doping. But, N(E$_{F}$)decreases during structural transformation of Ni$_{2}$Nb$_{1.5}$Sn$_{0.5}$. Thesuperconducting critical temperature (T$_{C}$) also changes with Nb doping incubic phase and tetragonal distortion because T$_{C}$ very much depends onN(E$_{F}$).
机译:使用 textit {ab initio}计算,我们系统地研究了Ni $ _ {2} $ Nb $ _ {1 + x} $ Sn $ _ {1-x} $($ x $ = 0,0.25 ,0.50)。在此,已经使用了在通用梯度逼近(GGA)中用于交换相关功能的,在维也纳模拟仿真包(VASP)中实现的投影仪增强波方法(PAW)。在这篇文章中,据报道尽管Ni $ _ {2} $ NbSn和Ni $ _ {2} $ Nb $ _ {1.25} $ Sn $ _ {0.75} $没有结构上的转变,Ni $ _ {{2} $ Nb $ _ {1.5} $ Sn $ _ {0.5} $可以从cubicL2 $ _ {1} $相位转换为四边形结构。在非化学计量合金中,立方晶格参数随Snb处的Nb掺杂而降低。合金在所有结构中均处于顺磁性相。 Ni和Nb 3d状态之间的杂化触发了四方畸变。由于在立方L2 $ _ {1} $相中掺入Nb,费米能量(E $ _ {F} $)(N(E $ _ {F} $)的状态总密度(DOS)发生了显着变化)。 N(E $ _ {F} $)随着Nb掺杂的增加而增加。但是,在Ni $ _ {2} $ Nb $ _ {1.5} $ Sn $ _ {0.5} $的结构转换过程中N(E $ _ {{F} $)减少。超导临界温度(T $ _ {C} $)也随Nb掺杂的立方相和四方畸变而变化,因为T $ _ {C} $非常依赖于N(E $ _ {F} $)。

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    Pal Soumyadipta;

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  • 年度 2013
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