论文标题
粒状和波形热声子的广义衰减定律
A generalized decay law for particle- and wave-like thermal phonons
论文作者
论文摘要
我们直接的原子模拟表明,热激活的声子模式涉及大量弹性波袋。这些激发的特征是表达粒子和波浪样性质的寿命和相干时间的广泛分布。与直接仿真一致,我们的理论推导产生了一般的法律,以考虑到相干效应的声音衰减。在由于声子散射引起的常规指数衰减之前,该定律引入了与连贯时间正方形成正比的延迟。这种额外的状态导致松弛时间和导热率的中等增加。这项工作在理解热声子的原点和处理方面开辟了新的视野。
Our direct atomic simulations reveal that a thermally activated phonon mode involves a large population of elastic wavepackets. These excitations are characterized by a wide distribution of lifetimes and coherence times expressing particle- and wave-like natures. In agreement with direct simulations, our theoretical derivation yields a generalized law for the decay of the phonon number taking into account coherent effects. Before the conventional exponential decay due to phonon-phonon scattering, this law introduces a delay proportional to the square of the coherence time. This additional regime leads to a moderate increase in relaxation times and thermal conductivity. This work opens new horizons in the understanding of the origin and the treatment of thermal phonons.