2023
DOI: 10.1016/j.carbon.2022.11.015
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Investigation of dynamic impact responses of layered polymer-graphene nanocomposite films using coarse-grained molecular dynamics simulations

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Cited by 16 publications
(9 citation statements)
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“…The bond potential of the bonds connecting the PMMA chains to graphene is consistent with the bond potential of the graphene model. Moreover, the nonbonded interaction between PMMA and graphene is represented by the 12-6 LJ potential, V nb ( r ), observed in previous studies: , V normaln normalb ( r ) = 4 ε [ ( σ r ) 12 ( σ r ) 6 ] , for 0.25em r < r normalc normalu normalt where r is the distance between a PMMA bead and a graphene bead, and the cutoff distance r cut is equal to 15 Å; ε is the potential well depth of the interaction between PMMA beads and graphene beads; σ is the distance at which V nb ( r ) crosses zero. In our simulations, ε = 1.2 kcal/mol and σ = 4.5 Å, which lead to an interfacial energy of approximately 0.2 J/m 2 , comparable to the experimentally reported value between the PMMA matrix and the graphene sheets .…”
Section: Methodsmentioning
confidence: 99%
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“…The bond potential of the bonds connecting the PMMA chains to graphene is consistent with the bond potential of the graphene model. Moreover, the nonbonded interaction between PMMA and graphene is represented by the 12-6 LJ potential, V nb ( r ), observed in previous studies: , V normaln normalb ( r ) = 4 ε [ ( σ r ) 12 ( σ r ) 6 ] , for 0.25em r < r normalc normalu normalt where r is the distance between a PMMA bead and a graphene bead, and the cutoff distance r cut is equal to 15 Å; ε is the potential well depth of the interaction between PMMA beads and graphene beads; σ is the distance at which V nb ( r ) crosses zero. In our simulations, ε = 1.2 kcal/mol and σ = 4.5 Å, which lead to an interfacial energy of approximately 0.2 J/m 2 , comparable to the experimentally reported value between the PMMA matrix and the graphene sheets .…”
Section: Methodsmentioning
confidence: 99%
“…The bond potential of the bonds connecting the PMMA chains to graphene is consistent with the bond potential of the graphene model. Moreover, the nonbonded interaction between PMMA and graphene is represented by the 12-6 LJ potential, V nb (r), observed in previous studies: 26,56 = <…”
Section: Overview Of Coarse-grained Modelingmentioning
confidence: 97%
“…Subsequently, it decreases but maintains a permanent shift, representing the energy dissipated through various molecular mechanisms involved in the plastic deformation of the soft PE matrix and energy dissipation due to the presence of graphene. We computed the dissipation factor 32 for the pristine polyethylene and nanocomposite systems as the ratio between the dissipated energy and total energy. We analyzed the dissipation factor as a function of U p , as depicted in Figure 4.…”
Section: Energy Dissipation During Shock Wave Propagationmentioning
confidence: 99%
“…By confining polymer chains between crystalline domains, the polymer phase's stiffness can be increased, leading to better chain alignment and order, enhancing the degree of crystallinity in the vicinity of the stiff phase, and ultimately improving energy reflection and dissipation. 32 This study also investigated the impact of filler orientation and dispersion in PE-hBN/graphene composites under shock loading conditions, 33 and the study concluded that bicrystalline nanosheets are superior in reinforcing shock strength attenuation in PE-based nanocomposites. The energy dissipation capability of the nanocomposite was found to increase with the misorientation angle of grain boundaries in bicrystalline configurations of graphene and boron nitride nanosheets.…”
Section: Introductionmentioning
confidence: 99%
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