Understanding phonon spatial coherence via atomistic wave-packet simulations
Oral-In-person
Abstract
Principally, phonons exist as propagating wave-packets. In most situations, the transport and interactions of the propagative phonons can be accurately described as particle-like. However, some artificially structured materials can stimulate the phonons to physically behave like waves in a phenomenon known as phonon spatial coherence. This typically occurs when the average distance between heterogeneous scatterers in the solid is less than the spatial extensions of the phonon wave-packets, allowing for significant constructive wave interference that changes the properties of the phonons to transport like waves relative to the artificial structure. Manipulation of wave-like phonon behaviors through mechanisms such as Anderson localization can result in thermal conductivity extremes beyond the particle-based methods for engineering thermal transport. In this talk, we discuss how atomistic wave-packet simulation, through its unique capability to directly model the transport of phonon wave-packets, has enabled discovery and novel analyses of many aspects of the spatial coherence phenomenon. We specifically highlight our own investigations regarding the low-dimensional superlattice, a metamaterial consisting of periodically alternating layers of two or more materials.
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Publication:Maranets, T., et al. (2025). Role of interface mixing on coherent heat conduction in periodic and aperiodic superlattices. Journal of Physics: Condensed Matter, 37(33), 335001.
Maranets, T., & Wang, Y. (2025). How phonon coherence develops and contributes to heat conduction in periodic and aperiodic superlattices. International Journal of Thermal Sciences, 217, 110018.
Maranets, T., & Wang, Y. (2024). Prominent phonon transmission across aperiodic superlattice through coherent mode-conversion. Applied Physics Letters, 125(4).
Maranets, T., Nasiri, M., & Wang, Y. (2024). Influence of Spatial Coherence on Phonon Transmission across Aperiodically Arranged Interfaces. Physics Letters A, 512, 129572.