2006
DOI: 10.1016/j.jnoncrysol.2005.11.002
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Short, intermediate and mesoscopic range order in sulfur-rich binary glasses

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Cited by 72 publications
(123 citation statements)
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“…The value 2.26 Å for Geenriched samples (x = 24, 32, and 36) is consistent with 2.21-2.24 Å distances corresponding to S Ge  first neighbors in the germanium sulphide glasses [32] and with 2.24-2.27 Å distances corresponding to S Ge  first neighbors in the mixed germanium-arsenic sulphide glasses [23,24], as well as the value 2.27 Å for Asenriched sample (x = 16) is consistent with 2.27-2.30 Å distances corresponding to S As  first neighbors in the arsenic trisulphide glass [20,[33][34][35] and with 2.17-2.27 Å distances corresponding to S As  first neighbors in the mixed As Ge  sulphide glasses [23,24]. AsAs (2.43-2.53 Å [23,24,32]), Ge Ge  (2.46 Å [36]) and S S  (2.0-2.04 Å [23,32]) neighbor correlations (if exist) cannot be resolved on the pair distribution functions as they can simply be covered by the peak from S Ge  or S As  contributions. Besides, like for glasses.…”
Section: S As Gesupporting
confidence: 79%
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“…The value 2.26 Å for Geenriched samples (x = 24, 32, and 36) is consistent with 2.21-2.24 Å distances corresponding to S Ge  first neighbors in the germanium sulphide glasses [32] and with 2.24-2.27 Å distances corresponding to S Ge  first neighbors in the mixed germanium-arsenic sulphide glasses [23,24], as well as the value 2.27 Å for Asenriched sample (x = 16) is consistent with 2.27-2.30 Å distances corresponding to S As  first neighbors in the arsenic trisulphide glass [20,[33][34][35] and with 2.17-2.27 Å distances corresponding to S As  first neighbors in the mixed As Ge  sulphide glasses [23,24]. AsAs (2.43-2.53 Å [23,24,32]), Ge Ge  (2.46 Å [36]) and S S  (2.0-2.04 Å [23,32]) neighbor correlations (if exist) cannot be resolved on the pair distribution functions as they can simply be covered by the peak from S Ge  or S As  contributions. Besides, like for glasses.…”
Section: S As Gesupporting
confidence: 79%
“…As the changes in the FSDP are very small for Ge 24 As 16 S 60 (x = 24) and invisible for Ge 32 As 8 S 60 (x = 32) and Ge 36 As 4 S 60 (x = 36), one may assume that the radiation-induced defects with the density 1% are probably not formed for the Ge-enriched glasses studied with dominant S Ge  correlations. In other words, we may conclude that the radiation/annealing-induced structural changes on the medium-range order scale for the 60 …”
Section: S As Gementioning
confidence: 95%
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“…This is somewhat smaller than the value of ͱ 8 / 3 = 1.63 for perfect tetrahedra, which can be a result of GeS 4/2 unit deformation ͑probably by increasing concentration in Ge-Ge bonding 30 ͒. It should also be noted here that the structural study of germanium sulfide glasses 22 shows that the broad peak at ϳ3.6 Å corresponds to S-S second neighbors and longer Ge-Ge correlations in corner-shared GeS 4/2 tetrahedra ͑CS-GeS 4 ͒.…”
Section: Discussionmentioning
confidence: 68%
“…This value ͑2.26 Å͒ is also consistent with 2.21− 2.24 Å distances corresponding to Ge-S first neighbors in GeS 4/2 tetrahedra for germanium sulfide glasses. 22 Kakinuma et al 10 observed a peak at 2.48Ϯ 0.02 Å on the g͑r͒ for Ge 10 Sb 30 S 60 , which transformed into a shoulder for the alloys with 20 and 30 at. % of Ge.…”
Section: Discussionmentioning
confidence: 98%