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关于纳米金刚石的磁性:电子g张量计算。

On the magnetic properties of nanodiamonds: Electronic g-tensor calculations.

作者信息

Masys Š, Rinkevicius Z, Tamulienė J

机构信息

Institute of Theoretical Physics and Astronomy, Faculty of Physics, Vilnius University, LT-10257 Vilnius, Lithuania.

Department of Theoretical Chemistry & Biology, School of Engineering Sciences in Chemistry, Biotechnology and Health, KTH Royal Institute of Technology, SE-10691 Stockholm, Sweden.

出版信息

J Chem Phys. 2019 Jul 28;151(4):044305. doi: 10.1063/1.5111024.

Abstract

The electronic g-tensor calculations are carried out for various paramagnetic defects introduced into hydrogenated diamond nanocrystal CH, showing that such a system can be successfully used to model magnetic properties of nanodiamonds (NDs) with paramagnetic centers containing no vacancies. In addition, it is revealed that, depending on the geometric positions in ND, paramagnetic centers of the same type produce noticeable variations of the g-tensor values. A side-by-side comparison of the performance of effective nuclear charge and spin-orbit mean field (SOMF) approaches indicates that the latter is more sensitive to the quality of basis sets, especially concerning diffuse functions, the inclusion of which is found to be nonbeneficial. What is more, the SOMF method also exhibits a much more pronounced gauge-origin dependence. Compared to electronic charge centroid, spin centers (SCs) demonstrate a superior suitability as gauge origins, providing a better agreement with diamagnetic and paramagnetic contributions of g-tensor obtained employing gauge-including atomic orbitals (GIAOs). Therefore, SCs can be recommended for the g-tensor calculations of NDs whenever GIAOs are not available.

摘要

对引入氢化金刚石纳米晶体CH中的各种顺磁缺陷进行了电子g张量计算,结果表明,这样的系统可成功用于模拟不含空位的具有顺磁中心的纳米金刚石(NDs)的磁性。此外,研究发现,取决于在ND中的几何位置,相同类型的顺磁中心会使g张量值产生明显变化。有效核电荷和自旋轨道平均场(SOMF)方法性能的并列比较表明,后者对基组质量更敏感,尤其是对于弥散函数,发现包含弥散函数并无益处。此外,SOMF方法还表现出更明显的规范原点依赖性。与电子电荷质心相比,自旋中心(SCs)作为规范原点表现出更好的适用性,与采用含规范原子轨道(GIAOs)获得的g张量的抗磁和顺磁贡献能更好地吻合。因此,当无法使用GIAOs时,SCs可推荐用于NDs的g张量计算。

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