Unconventional relaxation of hydrodynamic modes in anharmonic chains under strong pressure fluctuations
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Abstract We develop an effective numerical scheme to capture hydrodynamic modes in general classical anharmonic chains. This scheme is based on the hydrodynamic theory suggested by Ernst-Hauge-van Leeuwen, which takes full role of pressure fluctuations into account. With this scheme we show that the traditional pictures given by the current nonlinear fluctuating hydrodynamic theory are valid only when the system's pressure is zero and the pressure fluctuations are weak. For nonvanishing pressure, the hydrodynamic modes can, however, respond to small and large pressure fluctuations and relax in some distinct manners. Our results shed new light on understanding thermal transport from the perspective of hydrodynamic theory.
2004 ◽
Vol 70
(699)
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pp. 2785-2790
2014 ◽
Vol 136
(6)
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The role of optical phonons in intermediate layer-mediated thermal transport across solid interfaces
2017 ◽
Vol 19
(28)
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pp. 18407-18415
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