2015
DOI: 10.1088/0034-4885/78/2/026501
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Tuning phonon properties in thermoelectric materials

Abstract: Abstract.This review article presents a discussion of theoretical progress made over the past several decades towards our understanding of thermoelectric properties of materials. Particular emphasis is paid towards describing recent progress in 'tuning' phonon properties of nano-composite materials for gaining enhancement of the thermoelectric figure of merit. Tuning phonon properties in thermoelectric materials2

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Cited by 21 publications
(21 citation statements)
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“…In this case, the effective dielectric response was designed to have ϵ ( ω , q ) ≈ 0 in the frequency of interest (THz). A similar strategy employing metamaterials but aiming instead at large ϵ ( ω , q ) can be used to control charge‐phonon scattering in thermoelectrics . In this paper, we demonstrate that simple, planar metamaterial structures can be designed to have a very large effective ϵ ( ω , q ) at very low (microwave) frequencies.…”
mentioning
confidence: 87%
“…In this case, the effective dielectric response was designed to have ϵ ( ω , q ) ≈ 0 in the frequency of interest (THz). A similar strategy employing metamaterials but aiming instead at large ϵ ( ω , q ) can be used to control charge‐phonon scattering in thermoelectrics . In this paper, we demonstrate that simple, planar metamaterial structures can be designed to have a very large effective ϵ ( ω , q ) at very low (microwave) frequencies.…”
mentioning
confidence: 87%
“…The equilibrium transition rates for individual fusion P qs q s q s , ¢ ¢   and fission P qs q s q s , ¢ ¢   events can be obtained using Fermi golden rule and the properties of phonon ladder operators. In long wavelength limit, where continuum approximation [1,7] is applicable, thermodynamic Grüneisen parameter g can be used alongside with the sound velocity s u to give a measure of the crystal anharmonicity. Under long wavelength approximation, only one mode-averaged parameter is used to represent crystal anharmonicity.…”
Section: Theory and Computational Approachmentioning
confidence: 99%
“…Accurate representation of phonon intrinsic scattering rates at low temperature will pave the way for developing high fidelity models for thermal conductivity predictions at all temperatures. This is both of fundamental interest and technical importance in applications aiming to tailor the thermal performance of materials by tuning phonon processes via introducing nanostructured features to address thermal management challenges, e.g., enhancing thermal dissipation in nanoelectronic devices and improving thermal insulation to increase the efficiency of thermoelectrics [1,2].…”
Section: Introductionmentioning
confidence: 99%
“…where vg is the phonon group velocity and L0 is the effective grain size which is defined as L0 = D for a crystal with cylindrical shape with cross-section of diameter D and L0 = 1.12d for a square cross-section of size d. 63 This expression assume that the grain boundary is perfectly rough which is not the case in reality. Thus, we can modify an effective grain boundary length by including the specularity factor p,…”
Section: Phonon Scattering By Grain Boundary Scatteringmentioning
confidence: 99%
“…63,64 Typically the grain size that required scattering phonon is in order of 10 −6 m or less. Thus the polycrystalline material or nanocomposite I material that have grain size in the nanometer range should have low thermal conductivity due to effective scattering low frequency phonon.…”
Section: Phonon Scattering By Grain Boundary Scatteringmentioning
confidence: 99%