Interfacial thermal transport in atomic junctions
Lifa Zhang, Pawel Keblinski, Jian-Sheng Wang, and Baowen Li

TL;DR
This paper derives exact formulas for phonon transmission in atomic junctions, explaining thermal conductance behavior and interference effects, with implications for designing phonon filters and understanding interfacial thermal resistance.
Contribution
It provides analytical expressions for phonon transmission in atomic junctions and explores their implications for thermal transport and phonon filtering.
Findings
Transmission coefficient decreases with frequency in single junctions.
Thermal conductance peaks when interfacial coupling equals harmonic average.
Oscillatory transmission due to interference in two-junction chains.
Abstract
We study ballistic interfacial thermal transport across atomic junctions. Exact expressions for phonon transmission coefficients are derived for thermal transport in one-junction and two-junction chains, and verified by numerical calculation based on a nonequilibrium Green's function method. For a single-junction case, we find that the phonon transmission coefficient typically decreases monotonically with increasing freqency. However, in the range between equal frequency spectrum and equal acoustic impedance, it increases first then decreases, which explains why the Kapitza resistance calculated from the acoustic mismatch model is far larger than the experimental values at low temperatures. The junction thermal conductance reaches a maximum when the interfacial coupling equals the harmonic average of the spring constants of the two semi-infinite chains. For three-dimensional junctions,…
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