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- W2980304865 abstract "Simulating transport in nanoscale and mesoscale materials is one of the most fundamental tasks of computational science. Thermal transport, in particular, has a long history from investigating the conditions under which Fourier's law is obeyed to the role of nonlinearity to studies of heattronic devices. We demonstrate that there exists three distinct regimes of thermal transport through one-dimensional lattices when the coupling to the Langevin bath is tuned. These regimes are reminiscent of those appearing in the Kramers transition rate problem. Specifically, we show that heat transport in the intermediate coupling regime is only very weakly affected by the parameters of the bath -- similar to the transition state theory. In this work, we focus on harmonic lattices, as the full range of behavior can be approached both analytically and numerically. We then briefly discuss the possible implications and signatures of this crossover behavior in anharmonic lattices." @default.
- W2980304865 created "2019-10-18" @default.
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- W2980304865 date "2013-12-19" @default.
- W2980304865 modified "2023-09-27" @default.
- W2980304865 title "Intrinsic thermal conductance, extended reservoir simulations, and Kramers transition rate theory" @default.
- W2980304865 hasPublicationYear "2013" @default.
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