Fundamental Materials Research
DOI: 10.1007/0-306-47113-2_10
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Glass Transition Temperature Variation as a Probe for Network Connectivity

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Cited by 2 publications
(3 citation statements)
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“…We first focus on the relationship between glass‐transition temperature ( T g ) and n c . Indeed, T g has been suggested to be essentially a measure of the connectivity of the glass network 77 . As expected, we find T g increases upon increases n c (Figure 8A), which echoes the fact that higher temperatures are needed to melt glasses that are more rigid (higher n c )—since more topological constraints need to be thermally broken.…”
Section: Rigidity Diagram Of the Cas Ternary Systemsupporting
confidence: 83%
“…We first focus on the relationship between glass‐transition temperature ( T g ) and n c . Indeed, T g has been suggested to be essentially a measure of the connectivity of the glass network 77 . As expected, we find T g increases upon increases n c (Figure 8A), which echoes the fact that higher temperatures are needed to melt glasses that are more rigid (higher n c )—since more topological constraints need to be thermally broken.…”
Section: Rigidity Diagram Of the Cas Ternary Systemsupporting
confidence: 83%
“…A large change in connectivity can be expected to result in a steeper variation of T g . While this kind of SAT application is usually quite accurate [39] in simple binary chalcogenides or even oxide glasses, it appears here that equation ( 4) is not accurate enough (broken line in figure 2) to describe the observed T g (y) variation in the present ternary glasses. There are several reasons, and we shall visit the issues in section 4.2.2.…”
Section: Stochastic Agglomeration Theory and Variations Of T G (Y) In...mentioning
confidence: 81%
“…The agglomeration processes rapidly increase as the count of LSs increases and render the calculations rather intensive. We have carried out SAT calculations [39] taking into account structural correlations between m = 0 and 1 units, between pairs of m = 1 units and between m = 0 and 2 units. From these detailed calculations, we can project the populations of the various munits, and the expected variations in T g for the two ternaries.…”
Section: Variations Of T G With Glass Compositionmentioning
confidence: 99%