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arXiv 2402.08087cond-mat.mtrl-sciphysics.chem-ph
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用振动动力学平均场理论对I型笼状化合物中非谐“振子”动力学的非微扰模拟

Nonperturbative Simulation of Anharmonic Rattler Dynamics in Type-I Clathrates with Vibrational Dynamical Mean-Field Theory

Dipti Jasrasaria, Timothy C. Berkelbach

AI总结:

本文首次将振动动力学平均场理论应用于三维I型笼状化合物,揭示其非谐性由四声子及高阶散射主导,并准确刻画了“振子”模式的频移与超短寿命。

摘要:

我们使用振动动力学平均场理论(VDMFT)研究I型笼状化合物固体的振动结构,具体对象为X₈Ga₁₆Ge₃₀,其中X=Ba、Sr。这些材料具有笼状化学结构,容纳着结合松散的客体原子,因而产生强非谐性、短声子寿命和超低热导率。我们介绍了将VDMFT首次应用于三维原子级材料所需的方法学进展,并通过与分子动力学模拟的对比验证了该方法,结果表明VDMFT在成本仅为前者一小部分的情况下具有极高的准确性。通过使用非微扰方法,我们发现非谐性主要由四声子及更高阶散射过程主导,并导致“振子”模式频率上移50%(10 cm⁻¹),寿命小于1 ps;传统微扰理论无法捕捉这种行为。此外,我们分析了声子自能,发现非谐性将客体“振子”模式与笼体声学模式混合,显著改变了简谐声子的特征。

英文摘要:

We use vibrational dynamical mean-field theory (VDMFT) to study the vibrational structure of type-I clathrate solids, specifically X$_8$Ga$_{16}$Ge$_{30}$, where X=Ba,Sr. These materials are cage-like chemical structures hosting loosely bound guest atoms, resulting in strong anharmonicity, short phonon lifetimes, and ultra-low thermal conductivities. Presenting the methodological developments necessary for this first application to three-dimensional, atomistic materials, we validate our approach through comparison to molecular dynamics simulations and show that VDMFT is extremely accurate at a fraction of the cost. Through the use of nonperturbative methods, we find that anharmonicity is dominated by four-phonon and higher-order scattering processes, and it causes rattler modes to shift up in frequency by 50% (10 cm$^{-1}$) and to have lifetimes of less than 1 ps; this behavior is not captured by traditional perturbation theory. Furthermore, we analyze the phonon self-energy and find that anharmonicity mixes guest rattling modes and cage acoustic modes, significantly changing the character of the harmonic phonons.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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