2019
DOI: 10.1002/adfm.201906718
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Thermal Conductivity Reduction in a Nanophononic Metamaterial versus a Nanophononic Crystal: A Review and Comparative Analysis

Abstract: The notion of a locally resonant metamaterial—widely applied to light and sound—has recently been introduced to heat, whereby the thermal conductivity is reduced primarily by intrinsic localized atomic vibrations rather than scattering mechanisms. This article reviews and analyzes this new emerging concept, termed nanophononic metamaterial (NPM), and contrasts it with the competing concept of a nanophononic crystal (NPC) in which thermal conductivity reduction is realized primarily via nanoscale Bragg scatteri… Show more

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Cited by 52 publications
(53 citation statements)
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References 118 publications
(183 reference statements)
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“…Both screw dislocations and surface resonant structures reduce the TC of NWs by roughly the same amount for every size. However, it is worth noting that the magnitude of TC reduction can be tuned by Burgers vector length [23,24], resonator dimension and number density [8,12,48,49]. As an illustration, we constructed resonant NWs with different pillar heights L h and the corresponding TCs at 300 K are calculated.…”
Section: Resultsmentioning
confidence: 99%
“…Both screw dislocations and surface resonant structures reduce the TC of NWs by roughly the same amount for every size. However, it is worth noting that the magnitude of TC reduction can be tuned by Burgers vector length [23,24], resonator dimension and number density [8,12,48,49]. As an illustration, we constructed resonant NWs with different pillar heights L h and the corresponding TCs at 300 K are calculated.…”
Section: Resultsmentioning
confidence: 99%
“…1(a). Previous studies 29,30 found that pillars on the surface of a membrane act as local resonators and their predominant resonance frequency is expectedly decreasing with the pillar height 31,32 . To achieve frequency difference between the resonators, we thus consider two types of pillars with different heights, i.e.…”
Section: Methodsmentioning
confidence: 96%
“…Nonlinearity in such non-Fourier models can simply be incorporated by temperature-dependent quantities like specific heat capacity, thermal conductivity or relaxation times, or by introducing extra nonlinear terms through extended irreversible thermodynamics [280], phonon hydrodynamics [281], and other filed effects [282]. Another aspect of tuning the wave nature is focusing on the ballistic transport of low-frequency phonons [283][284][285], especially at low temperatures. In this way, heat conduction is sometimes essentially no different from elastic waves and can be modulated by phononic crystals [247,286,287].…”
Section: Summary and Perspectivesmentioning
confidence: 99%