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The parameter Γ (q) of the DHO model in Eq. 4 is the FWHM of the peak for q→0.
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The parameter Γ (q) of the DHO model in Eq. 4 is the FWHM of the peak for q→0.
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105
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The Boltzmann equation for the thermal conductivity is reviewed in many textbooks. See, e.g., 2nd ed. (Academic, New York
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The Boltzmann equation for the thermal conductivity is reviewed in many textbooks. See, e.g., J. Callaway, Quantum Theory of the Solid State, 2nd ed. (Academic, New York, 1991).
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A simplified expression is often used in the literature (Ref.). In these evaluations the diffusivity is assumed to be given by the product of an average sound velocity, usually the Debye one, and of the longitudinal mean free path. In the Debye approximation for vitreous silica, this is approximately equivalent to assuming the same value for the longitudinal and the transverse mean free paths. This simplified approach thus gives a slightly higher conductivity compared to our estimate.
-
A simplified expression is often used in the literature (Ref.). In these evaluations the diffusivity is assumed to be given by the product of an average sound velocity, usually the Debye one, and of the longitudinal mean free path. In the Debye approximation for vitreous silica, this is approximately equivalent to assuming the same value for the longitudinal and the transverse mean free paths. This simplified approach thus gives a slightly higher conductivity compared to our estimate.
-
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112
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0001230361
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