First-principles calculations of hyperfine structure in M -doped Si 16 H 16 fullerene cages ( M = Cr , Mn, and Fe)
First-principles calculations of hyperfine structure in M -doped Si 16 H 16 fullerene cages ( M = Cr , Mn, and Fe)
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DOI:
10.1103/physrevb.79.235443
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发表时间:
2009-06
影响因子:
3.7
通讯作者:
M. Bahramy;Vijay Kumar;Y. Kawazoe
中科院分区:
文献类型:
--
作者:
M. Bahramy;Vijay Kumar;Y. Kawazoe
We study magnetism and hyperfine structure in ${\text{Si}}_{16}{\text{H}}_{16}$ fullerenes endohedrally doped with a transition-metal atom $M=\text{Cr}$, Mn, and Fe using density functional theory calculations. In all cases the endohedral fullerene maintains the same magnetic moment as in a free $M$ atom and it is mainly localized on $M$ with partial redistribution on the ${\text{Si}}_{16}{\text{H}}_{16}$ cage. However, a comparison between the isotropic hyperfine parameter ${A}_{\text{iso}}$ of $M$ dopants with that of free $M$ atoms reveals that the electronic wave function at the nucleus of Mn and Fe undergo a significant change both quantitatively and qualitatively as they become doped inside ${\text{Si}}_{16}{\text{H}}_{16}$ cage, while for Cr it remains nearly the same. The endohedral doping of Mn and Fe atoms increases the value of the spin density at the nucleus of the $M$ atom, ${\ensuremath{\rho}}_{s}({\mathbf{R}}_{M})$ and correspondingly, the value of ${A}_{\text{iso}}$. Analyzing the trend of the core spin-polarization induced by the singly occupied molecular orbitals (SOMOs), it is shown that the increase in the value of ${A}_{\text{iso}}$ for Mn and Fe atoms comes directly from an increase in the contribution of SOMOs to ${\ensuremath{\rho}}_{s}({\mathbf{R}}_{M})$ and indirectly from hybridization of $3d$ orbitals of the dopants with the $s$- and $p$-like orbitals of the cage. The latter results in a decrease in the spin-polarization of the core $2s$ and $3s$ orbitals so that they less effectively contribute to ${\ensuremath{\rho}}_{s}({\mathbf{R}}_{M})$. These results are likely to have wider applicability and could offer a way to identify endohedral doping.