2009
DOI: 10.1080/08927020802603606
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Computer simulation of the influence of hydrogen on stress–order correlations in amorphous silicon

Abstract: This paper reports the computational simulation of the correlations between atomic-level stress and local structure fluctuations in a computational model of amorphous silicon. A single parameter has been identified, which uniquely characterises the structural order in these structures. This parameter is the linear combination of the SDs of the first and second nearest neighbour separations. The stress fluctuations, under progressive hydrogen incorporation, show two clear dependences on this parameter, and ther… Show more

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Cited by 3 publications
(5 citation statements)
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“…The region of accessible data also shows linear trend-line dependence, and quite interestingly, the data is also oriented at an angle of 36 to the 1 -axis, though the structural fluctuations is within a narrow range of 0.15 Å . This range is noticeably smaller than the 0.40 Å range observed earlier for similar structural fluctuations in a-Si:H [25]. This is most likely due to the high Young's modulus of diamond-like carbon, 850 GPa [37], compared with 150 GPa [38] for silicon.…”
Section: Structural Analysismentioning
confidence: 55%
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“…The region of accessible data also shows linear trend-line dependence, and quite interestingly, the data is also oriented at an angle of 36 to the 1 -axis, though the structural fluctuations is within a narrow range of 0.15 Å . This range is noticeably smaller than the 0.40 Å range observed earlier for similar structural fluctuations in a-Si:H [25]. This is most likely due to the high Young's modulus of diamond-like carbon, 850 GPa [37], compared with 150 GPa [38] for silicon.…”
Section: Structural Analysismentioning
confidence: 55%
“…It is therefore clear that stress information can only be available for points in the domain of the order parameter space where the coordinates are welldefined. The coupling of the changes in inter-atomic distances, and the preferred orientation within the domain of structural order suggest that it is, again, possible to use a single parameter to characterize order in the structure as originally proposed in [25]. In the diamond structure, the number of first (Z 1 ) and second (Z 2 ) nearest-neighbours in a perfectly-ordered carbon network is always 4 and 12, respectively.…”
Section: Discussionmentioning
confidence: 97%
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