検索対象:     
報告書番号:
※ 半角英数字
 年 ~ 
 年
検索結果: 2 件中 1件目~2件目を表示
  • 1

発表形式

Initialising ...

選択項目を絞り込む

掲載資料名

Initialising ...

発表会議名

Initialising ...

筆頭著者名

Initialising ...

キーワード

Initialising ...

使用言語

Initialising ...

発行年

Initialising ...

開催年

Initialising ...

選択した検索結果をダウンロード

論文

Understanding muon diffusion in perovskite oxides below room temperature based on harmonic transition state theory

伊藤 孝; 髭本 亘; 下村 浩一郎*

Physical Review B, 108(22), p.224301_1 - 224301_11, 2023/12

 被引用回数:1 パーセンタイル:0(Materials Science, Multidisciplinary)

In positive muon spin rotation and relaxation ($$mu^+$$SR) spectroscopy, positive muons ($$mu^+$$) implanted into solid oxides are conventionally treated as immobile spin-probes at interstitial sites below room temperature. This is because each $$mu^+$$ is thought to be tightly bound to an oxygen atom in the host lattice to form a muonic analogue of the hydroxy group. On the basis of this concept, anomalies in $$mu^+$$SR spectra observed in oxides have been attributed in most cases to the intrinsic properties of host materials. On the other hand, global $$mu^+$$ diffusion with an activation energy of $$sim$$0.1~eV has been reported in some chemically-substituted perovskite oxides at cryogenic temperatures, although the reason for the small activation energy despite the formation of the strong O$$mu$$ bond has not yet been quantitatively understood. In this study, we investigated interstitial $$mu^+$$ diffusion in the perovskite oxide lattice using KTaO$$_3$$ cubic perovskite as a model system. We used the $$mu^+$$SR method and density functional theory calculations along with the harmonic transition state theory to study this phenomenon both experimentally and theoretically. Experimental activation energies for global $$mu^+$$ diffusion obtained below room temperature were less than a quarter of the calculated classical potential barrier height for a bottleneck $$mu^+$$ transfer path. The reduction in the effective barrier height could be explained by the harmonic transition state theory with a zero-point energy correction; a significant difference in zero-point energies for $$mu^+$$ at the positions in the O$$mu$$ bonding equilibrium state and a bond-breaking transition state was the primary cause of the reduction. This suggests that the assumption of immobile $$mu^+$$ in solid oxides is not always satisfied since such a significant decrease in diffusion barrier height can also occur in other oxides.

論文

Local electronic structure of interstitial hydrogen in MgH$$_2$$ inferred from muon study

門野 良典*; 平石 雅俊*; 岡部 博孝*; 幸田 章宏*; 伊藤 孝

Journal of Physics; Condensed Matter, 35(28), p.285503_1 - 285503_13, 2023/07

 被引用回数:0 パーセンタイル:0(Physics, Condensed Matter)

Magnesium hydride has great potential as a solid hydrogen (H) storage material because of its high H storage capacity of 7.6 wt%. However, its slow hydrogenation and dehydrogenation kinetics and the high temperature of 300 $$^circ$$C required for decomposition are major obstacles to small-scale applications such as automobiles. The local electronic structure of interstitial H in MgH$$_2$$ is an important fundamental knowledge in solving this problem, which has been studied mainly based on density functional theory (DFT). However, few experimental studies have been performed to assess the results of DFT calculations. We have therefore introduced muon (Mu) as pseudo-H into MgH$$_2$$ and investigated the corresponding interstitial H states by analyzing their electronic and dynamical properties in detail. As a result, we observed multiple Mu states similar to those observed in wide-gap oxides, and found that their electronic states can be attributed to relaxed-excited states associated with donor/acceptor levels predicted by the recently proposed ambipolarity model. This provides an indirect support for the DFT calculations on which the model is based via the donor/acceptor levels. An important implication of the muon results for improved hydrogen kinetics is that dehydrogenation, serving as a reduction for hydrides, stabilises the interstitial H$$^-$$ state.

2 件中 1件目~2件目を表示
  • 1