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2011
DOI: 10.1063/1.3607872
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Effect of microstructure on the thermal conductivity of disordered carbon

Abstract: Computational methods are used to control the degree of structural order in a variety of carbon materials containing primarily sp 2 bonding. Room-temperature thermal conductivities are computed using non-equilibrium molecular dynamics. Our results reproduce experimental data for amorphous and glassy carbons and confirm previously proposed structural models for vitreous carbons. An atomistic model is developed for highly oriented thin films seen experimentally, with a maximum computed thermal conductivity of 35… Show more

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Cited by 24 publications
(17 citation statements)
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“…At 2.5 g/cc, we observe the structure is predominantly graphitic, with graphene-like sheets ordered nearly parallel to each with additional inter-planar bonds, in accordance with the results of both Saurez-Martinez et. al [32] who observed spontaneously evolution of graphite-like structures during high-temperature annealing for a-C at similar density and Petersen et. al [26] who used the Reverse Monte Carlo method to model char at graphite-like density.…”
Section: System Density and Its Influence On A-c Formationmentioning
confidence: 75%
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“…At 2.5 g/cc, we observe the structure is predominantly graphitic, with graphene-like sheets ordered nearly parallel to each with additional inter-planar bonds, in accordance with the results of both Saurez-Martinez et. al [32] who observed spontaneously evolution of graphite-like structures during high-temperature annealing for a-C at similar density and Petersen et. al [26] who used the Reverse Monte Carlo method to model char at graphite-like density.…”
Section: System Density and Its Influence On A-c Formationmentioning
confidence: 75%
“…The overall procedure is outlined as a flowchart in Figure 1. It should be noted that the choice of the temperature ranges in our liquid quench simulations does not have a physical significance, and are similar to values used in literature [32][33][34]. At the high temperature equilibration (10,000 K), the model mimics a gas phase and the following quench and anneal stages mimic the formation of disordered carbon.…”
Section: Liquid Quench Methodsmentioning
confidence: 89%
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“…The EDIP approach comprises two-body and three-body interactions mediated by a bond-order-like coordination term. Long-range aspherical terms in the latter allow EDIP to accurately describe the pathway between graphite and diamond, enabling an accurate description of liquid, amorphous and crystalline forms of carbon, including nanodiamonds [9], nanotubes [10], glassy carbon [11] and carbon onions [12,13]. To describe close-approach interactions present in a radiation damage cascade the EDIP potential smoothly switches across to the Ziegler-Biersack-Littmark (ZBL) pair potential [14] as first employed in [15,16] and described in detail in [8].…”
Section: N-body Systemmentioning
confidence: 99%