2008
DOI: 10.1021/ja806319g
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Rate-Dependent Energy Release Mechanism of Gold Nanowires under Elongation

Abstract: The mechanism of the formation of different junction structures of gold nanowires under stretching has been studied by comprehensive molecular dynamics (MD) simulations using the second-moment approximation of the tight-binding (TB-SMA) potential. The simulations (540 MD runs in total) reveal that there is an inherent rate-dependent energy release law that unifies the effects of the system size, the temperature, and elongation rate on the dynamic elongations of gold nanowires.

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Cited by 18 publications
(44 citation statements)
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“…Note that MACs have been observed in experiments 19,34,35 and in simulations [19][20][21] of elongating Au nanowires without BDT. MACs have also been observed in simulations of thiolate-terminated molecules being pulled away from step edges on Au surfaces 36 and in simulations of Au-alkanedithiolate-Au junctions.…”
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confidence: 75%
“…Note that MACs have been observed in experiments 19,34,35 and in simulations [19][20][21] of elongating Au nanowires without BDT. MACs have also been observed in simulations of thiolate-terminated molecules being pulled away from step edges on Au surfaces 36 and in simulations of Au-alkanedithiolate-Au junctions.…”
mentioning
confidence: 75%
“…Methods based on classical force fields have also been used to simulate molecular junctions 27-30 and related systems. [35][36][37] Classical force field (CFF) methods (i.e., molecular dynamics -MD -and…”
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confidence: 99%
“…methods, 7,9,10,12,14,22,24,35,36 requiring a compromise between the accuracy of the interatomic interactions and the accessible system size and timescale. Quantum mechanical methods, such as density functional theory (DFT), are widely considered to provide a highly accurate description of the interactions between Au atoms, in particular, capturing the stability of 2-d planar geometries for low coordination clusters.…”
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confidence: 99%
“…Semi-empirical methods, such as the second-moment approximation of the tight-binding (TB-SMA) scheme, 39 are many orders of magnitude faster than quantum mechanical methods, allowing for the efficient exploration of large numbers of statepoints and systems sizes more representative of experiment. 7,10,12,14 While methods such as TB-SMA have been shown to qualitatively match the behavior of experiment in side-by-side studies, 7 semi-emperical methods are often fitted to bulk systems, and thus may produce results that are quantitatively inconsistent with theory or experiment, 41 especially for low coordination atomic-scale contacts. 38,40 In particular, the minimal energy 2-d planar structures of Au are not typically stable for semi-empirical methods 38 which may incorrectly bias NW simulations towards forming 3-d isomers.…”
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confidence: 99%