1991
DOI: 10.1103/physrevb.44.1992
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Thermal-vibrational amplitudes of silicon determined by channeling-radiation measurements

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Cited by 22 publications
(12 citation statements)
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“…For silicon at room temperature we deduce a vibrational amplitude ϭ͑0.0790Ϯ0.0005͒ Å, which corresponds to a Debye temperature of ͑519.0Ϯ10.8͒ K. These values are consistent with other channeling radiation experiments, e.g., Kephart et al, 15 who derived a mean value ϭ͑0.0796 Ϯ0.0015͒ Å for an electron energy of 54.5 MeV and Hau et al, 16 who obtained ⌰ D ϭ(504Ϯ6) K. All channeling experiments yield substantially lower values for the Debye temperature than those derived from x-ray scattering at lower order reflections ͓͑543Ϯ8͒ K in Ref. 17 20 On the other hand, highprecision measurements 21 of electronic charge distribution in silicon based on very high order x-ray diffraction are interpreted by the authors in terms of significantly lower Debye temperatures than those derived by Ref.…”
Section: Discussionsupporting
confidence: 91%
“…For silicon at room temperature we deduce a vibrational amplitude ϭ͑0.0790Ϯ0.0005͒ Å, which corresponds to a Debye temperature of ͑519.0Ϯ10.8͒ K. These values are consistent with other channeling radiation experiments, e.g., Kephart et al, 15 who derived a mean value ϭ͑0.0796 Ϯ0.0015͒ Å for an electron energy of 54.5 MeV and Hau et al, 16 who obtained ⌰ D ϭ(504Ϯ6) K. All channeling experiments yield substantially lower values for the Debye temperature than those derived from x-ray scattering at lower order reflections ͓͑543Ϯ8͒ K in Ref. 17 20 On the other hand, highprecision measurements 21 of electronic charge distribution in silicon based on very high order x-ray diffraction are interpreted by the authors in terms of significantly lower Debye temperatures than those derived by Ref.…”
Section: Discussionsupporting
confidence: 91%
“…In the Crystal-TRIM code a Debye temperature of 500 K is used. This value is in agreement with results of precise channeling radiation measurements of thermal vibrational amplitudes 18,19 The formula for the rms of thermal displacements shows that the temperature dependence of this quantity is particularly pronounced if the Debye temperature is relatively low, like in the case of silicon. For example, if under otherwise identical conditions a silicon carbide target with T D ϭ1120 K were to be used in low dose P implantation, the temperature dependence of the profile shape would be much smaller than that in the case of Si.…”
Section: Competing Influence Of Damage Buildup and Lattice Vibrationssupporting
confidence: 78%
“…During the flux of the channelled ions simulation in the pristine Si crystal, the vibration amplitude of u 1 = 0.813 nm for Si was used. 25 This method was also used in the study 26 for GaN.…”
Section: Introductionmentioning
confidence: 99%