準結晶の存在理由を解明する量子力学モデルを初めて構築(First Quantum-Mechanical Model of Quasicrystals Reveals Why They Exist)

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2025-06-13 ミシガン大学

準結晶の存在理由を解明する量子力学モデルを初めて構築(First Quantum-Mechanical Model of Quasicrystals Reveals Why They Exist) Image credit: Woohyeon Baek, Sun Research Group, University of Michigan

ミシガン大学の研究チームは、世界で初めて準結晶の存在を量子力学的に説明するモデルを開発しました。準結晶は周期性がなく非対称な構造を持つため、従来の結晶理論では安定性の理由が説明できませんでした。今回の研究では、特定の原子構成や配置において、準結晶構造が量子力学的に安定であることを数値的に証明。これにより、準結晶は単なる結晶とガラスの中間ではなく、独自の安定相であることが示されました。本成果は、新素材開発や先端機能材料への応用にも道を開く可能性があります。

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密度汎関数理論から見た準結晶の安定性と核生成速度論 Quasicrystal stability and nucleation kinetics from density functional theory

Woohyeon Baek,Sambit Das,Shibo Tan,Vikram Gavini & Wenhao Sun
Nature Physics  Published:13 June 2025
DOI:https://doi.org/10.1038/s41567-025-02925-6

Abstract

The aperiodic order of quasicrystals bridges the amorphous and crystalline regime, so it has remained unclear whether quasicrystals are metastable or stable phases of matter. Density functional theory is often used to evaluate thermodynamic stability, but quasicrystals are long-range aperiodic and their energies cannot be calculated using conventional ab initio methods. Here, we perform first-principles calculations on quasicrystal nanoparticles of increasing size, from which we can directly extrapolate their bulk and surface energies. Using this technique, we determine with high confidence that the icosahedral quasicrystals ScZn7.33 and YbCd5.7 are ground-state phases, thus revealing that translational symmetry is not a necessary condition for the zero-temperature stability of inorganic solids. Although we found the ScZn7.33 quasicrystal to be thermodynamically stable, we show on a mixed thermodynamic and kinetic phase diagram that its solidification from the melt is limited by nucleation, which illustrates why even stable materials may be kinetically challenging to grow. Our techniques broadly open the door to first-principles investigations into the structure–bonding–stability relationships of aperiodic materials.

1701物理及び化学
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