Nano-crystalline inclusions as a low-pass filter for thermal transport in a-Si

Abstract

We use atomistic simulations to study the resonant acoustic modes and compare different calculations of the acoustic mean-free path in amorphous systems with nanometric crystalline spherical inclusions. We show that the resonant acoustic properties are not a simple combination of the vibrations in the inclusions and in the amorphous matrix. The presence of the inclusion affects the transport properties mainly in the frequency range separating simple scattering from multiple scattering processes. However, propagation of acoustic wavepackets is spatially heterogeneous and shows that the amorphous/crystalline interface acts as a low energy pass filter slowing down the high kinetic energy motion whatever the vibration frequency. These heterogeneities cannot be catched by the mean free path, but still they must play an important role in thermal transport, thus raising the question of the correct modeling of thermal transport in composite systems.

References in corpus (2)

• Anderson Transitions
• The Ioffe-Regel criterion and diffusion of vibrations in random lattices

Cited by in corpus (6)

• Boson peak and Ioffe-Regel criterion in amorphous silicon-like materials: the effect of bond directionality
• Propagating elastic vibrations dominate thermal conduction in amorphous silicon
• Theory of harmonic dissipation in disordered solids
• Examining normal modes as fundamental heat carriers in amorphous solids: the case of amorphous silicon
• Role of a fractal shape of the inclusions on acoustic attenuation in a nanocomposite
• Enhanced thermal conductivity in percolating nanocomposites: a molecular dynamics investigation