1966
DOI: 10.1103/physrev.146.526
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Temperature Dependence of Infrared Dispersion in Ionic Crystals LiF and MgO

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Cited by 337 publications
(104 citation statements)
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“…5. The MgO films deposited at 300 • C and 375 • C exhibit broad absorption bands corresponding to the TO mode at 401.1 cm −1 , which is in good agreement with the wave number expected for single cubic MgO [17]. This TO mode appears at a slightly lower wave number (∼ 398 cm −1 ) for the film deposited at 225 • C. The phenomenon might be related to a residual amorphous component in the film.…”
Section: Hybrid Process (Cvd and Ald) For Mtjsupporting
confidence: 70%
“…5. The MgO films deposited at 300 • C and 375 • C exhibit broad absorption bands corresponding to the TO mode at 401.1 cm −1 , which is in good agreement with the wave number expected for single cubic MgO [17]. This TO mode appears at a slightly lower wave number (∼ 398 cm −1 ) for the film deposited at 225 • C. The phenomenon might be related to a residual amorphous component in the film.…”
Section: Hybrid Process (Cvd and Ald) For Mtjsupporting
confidence: 70%
“…where 0 is the vacuum permittivity and is the static dielectric constant of MgO ( = 9.34 [27]). The band shift φ can be estimated to…”
Section: A Experimental Resultsmentioning
confidence: 99%
“…Here, g j is the respective mode Grüneisen parameter and α the volume thermal expansion of the material. While for most of the materials α can be approximated well by a linear temperature dependence, g j has a rather complex relation to the temperature (Jasperse et al 1966), which is often unknown. However, in many cases g j can be assumed as a constant value ranging between 0 and 2 (Lowndes 1970;Gervais & Piriou 1975), in which case δω j will show a quadratic temperature dependence.…”
Section: Theoretical Point Of Viewmentioning
confidence: 99%
“…While for Δω PI j the temperature dependence arose from the mode-specific excitation probability of the phonons (Bose-Einstein-distribution), the temperature dependence of ω j is due to the thermal expansion of the solid and can be approximated by the model of Grüneisen (Lowndes 1970;Jasperse et al 1966;Gervais & Piriou 1974a) with:…”
Section: Theoretical Point Of Viewmentioning
confidence: 99%