Wu Huan, Qin Zihao, Li Suixuan, Lindsay Lucas, Hu Yongjie
School of Engineering and Applied Science, University of California, Los Angeles, Los Angeles, California 90095, USA.
Materials Science and Technology Division, Oak Ridge National Laboratory, Oak Ridge, Tennessee 37831, USA.
Phys Rev B. 2023 Oct;108(14). doi: 10.1103/physrevb.108.l140302. Epub 2023 Oct 18.
In general, vibrational physics has been well described by quantum perturbation theory to provide footprint characteristics for common crystals. However, despite weak phonon anharmonicity, the recently discovered cubic crystals have shown anomalous vibrational dynamics with elusive fundamental origin. Here, we developed a non-perturbative approach, in together with spectroscopy and high-pressure experiments, to successfully determine the exact dynamic evolutions of the vibrational physics for the first time. We found that the local fluctuation and coupling isotopes significantly dictate the vibrational spectra, through the Brillouin zone folding that has been previously ignored in literature. By decomposing vibrational spectra into individual isotope eigenvectors, we observed both positive and negative contributions to Raman intensity from constitutional atoms (B, B, As or P). Importantly, our non-perturbative theory predicts that a novel vibrational resonance appears at high hydrostatic pressure due to broken translational symmetry, which was indeed verified by experimental measurement under a pressure up to 31.5 GPa. Our study develops fundamental understandings for the anomalous lattice physics under the failure of quantum perturbation theory and provides a new approach in exploring novel transport phenomena for materials of extreme properties.
一般来说,量子微扰理论已很好地描述了振动物理学,以提供常见晶体的足迹特征。然而,尽管声子非简谐性较弱,但最近发现的立方晶体却表现出具有难以捉摸的基本起源的异常振动动力学。在此,我们开发了一种非微扰方法,并结合光谱学和高压实验,首次成功确定了振动物理学的确切动态演化。我们发现,通过文献中先前被忽视的布里渊区折叠,局部涨落和耦合同位素显著决定了振动光谱。通过将振动光谱分解为各个同位素本征向量,我们观察到构成原子(B、B、As或P)对拉曼强度的正负贡献。重要的是,我们的非微扰理论预测,由于平移对称性的破坏,在高静水压力下会出现一种新的振动共振,这确实在高达31.5 GPa的压力下通过实验测量得到了验证。我们的研究对量子微扰理论失效下的异常晶格物理学有了基本认识,并为探索具有极端性质材料的新型输运现象提供了一种新方法。