1998
DOI: 10.1080/095008398178598
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A model for the photostructural changes in amorphous chalcogenides

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Cited by 93 publications
(44 citation statements)
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“…It means the probability of photo-induced bond breaking in a-As 2 S 3 film is much higher than that for a-As 2 Se 3 film. As a result, it has been concluded in [2] that photo-darkening in a-As 2 S 3 is accompanied by changes in short-range order interactions, while photo-darkening in a-As 2 Se 3 is accompanied rather by changes in Coulomb interactions in an agreement with "slip motion of the layers" model introduced by Shimakawa et al [3]. The estimated probability for a-As 2 S 3 corresponds to the existence of concentration of defects at the level less than 1% of all atomic sites.…”
Section: Introductionsupporting
confidence: 67%
“…It means the probability of photo-induced bond breaking in a-As 2 S 3 film is much higher than that for a-As 2 Se 3 film. As a result, it has been concluded in [2] that photo-darkening in a-As 2 S 3 is accompanied by changes in short-range order interactions, while photo-darkening in a-As 2 Se 3 is accompanied rather by changes in Coulomb interactions in an agreement with "slip motion of the layers" model introduced by Shimakawa et al [3]. The estimated probability for a-As 2 S 3 corresponds to the existence of concentration of defects at the level less than 1% of all atomic sites.…”
Section: Introductionsupporting
confidence: 67%
“…Following these ideas, we envisage that polaritons or plasmons are responsible for the parallel energy flow in Se. The energy flow may cause an anisotropic volume expansion through some mechanisms such as Coulombic explosions [24,25], which appear through the photoinduced fluidity as the parallel elongation.…”
Section: Discussionmentioning
confidence: 99%
“…SiO2 exhibits the so-called radiation compaction [52], while GeS2 undergoes the volume expansion [53], which is common to the most of covalent chalcogenide glasses [54,55]. Tanaka has proposed that the different volume changes in SiO2 and GeS2 can be interpreted using a relative glass density [54], which can be evaluated as a density ratio R ρ =ρg /ρc (< 1), where ρg and ρc are the glass density and the density of a corresponding crystal.…”
Section: Comparisonmentioning
confidence: 99%