1986
DOI: 10.1103/physrevb.34.5665
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Low-frequency modes in vitreous silica

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Cited by 558 publications
(315 citation statements)
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“…These show a density of states g lib ( ) peaked at about 1 THz and correspond to librations of the CN group, whose presence serves to explain the peak in C P (T)/T 3 , the low-temperature specific heat, and the ''plateau'' in the thermal conductivity. Such ''additional harmonic excitations'' are also well known from studies on canonical glasses such as vitreous SiO 2 , 38 and indeed, show a peaked density of states at about 2 THz.…”
Section: ␤ Relaxationmentioning
confidence: 88%
“…These show a density of states g lib ( ) peaked at about 1 THz and correspond to librations of the CN group, whose presence serves to explain the peak in C P (T)/T 3 , the low-temperature specific heat, and the ''plateau'' in the thermal conductivity. Such ''additional harmonic excitations'' are also well known from studies on canonical glasses such as vitreous SiO 2 , 38 and indeed, show a peaked density of states at about 2 THz.…”
Section: ␤ Relaxationmentioning
confidence: 88%
“…The comparison with experimental results on other systems and with moleculardynamics simulations 7,8,23 suggests the interpretation of this low-frequency feature as the high-frequency evolution of the transverse-acoustic mode. 25 However, it should be noted that the density fluctuation modes loose their symmetry as the wave vector is increased, so that the longitudinal and transverse terms have not a well defined significance. Accordingly, the visibility of a transverse excitation in the intrinsically longitudinal density fluctuation spectra of a disordered system can be justified by the mixing phenomenon, 26 or, in other words, at high frequency the transverse dynamics acquire a longitudinal component, observable in the neutron and x-ray scattering experiments.…”
Section: Methodsmentioning
confidence: 99%
“…While this effect is in some ways analogous to the coupling with phonons in crystals, one cannot expect it to have the same dependence on the magnetic field and temperature due to a different density of states of vibrational modes in the amorphous medium [28]. We therefore include free parameters l and m in Eq.…”
mentioning
confidence: 99%