2016
DOI: 10.1039/c6cp01487a
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Controlled rippling of graphene via irradiation and applied strain modify its mechanical properties: a nanoindentation simulation study

Abstract: Ripples present in free standing graphene have an important influence on the mechanical behavior of this two-dimensional material. In this study, we show through nanoindentation simulations, how out-of-plane displacements can be modified by strain, resulting in softening of the membrane under compression and stiffening under tension. Irradiation also induces changes in the mechanical properties of graphene. Interestingly, compressed samples, irradiated at low doses are stiffened by the irradiation, whereas the… Show more

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Cited by 15 publications
(11 citation statements)
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References 54 publications
(66 reference statements)
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“…High damping of PU‐GrF composites can also be attributed to the hollow GrF framework, which allows its wall to act as a membrane exposed to dynamic loading. Using non‐linear Foppl membrane theory , the relationship between the indentation load and displacement is F()h=πσ02D+3q3a3E2Dh3 and the expression between the contact stiffness and indentation displacement is deduced from Eq . as. S()h=dFdh=πσ02D+3q3a3E2Dh2 where F ( h ) is the indentation load, h is the indentation displacement, σ02D is membrane tension, a is the membrane radius, q is Poisson's ratio, E 2 D is the two‐dimensional Young's modulus and S ( h ) is the contact stiffness.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…High damping of PU‐GrF composites can also be attributed to the hollow GrF framework, which allows its wall to act as a membrane exposed to dynamic loading. Using non‐linear Foppl membrane theory , the relationship between the indentation load and displacement is F()h=πσ02D+3q3a3E2Dh3 and the expression between the contact stiffness and indentation displacement is deduced from Eq . as. S()h=dFdh=πσ02D+3q3a3E2Dh2 where F ( h ) is the indentation load, h is the indentation displacement, σ02D is membrane tension, a is the membrane radius, q is Poisson's ratio, E 2 D is the two‐dimensional Young's modulus and S ( h ) is the contact stiffness.…”
Section: Resultsmentioning
confidence: 99%
“…High damping of PU-GrF composites can also be attributed to the hollow GrF framework, which allows its wall to act as a membrane exposed to dynamic loading. Using non-linear Foppl membrane theory [64], the relationship between the indentation load and displacement is…”
Section: Damping Mechanisms In Pu-grf Compositesmentioning
confidence: 99%
“…Increased ion irradiation can explain vacancy formation when using plasma power of 1.7 kW, as shown in numerous studies. [57][58][59][60][61][62] Doubling the processing pressure did not inuence the graphene synthesized using a power of 1.7 kW (Fig. S4 †).…”
Section: Synthesis Condition Effectsmentioning
confidence: 99%
“…The suspended graphene, which is a result of oscillating carbon atoms, can be formed by the distortion of C−C bonds following the work of Caturla et al 64 On the basis of a previous work, 65 we considered two regions with a width of 4 Å at the opposite ends of the graphene substrate. The two regions were held fixed, while the NVT ensemble was applied to the carbon atoms between them.…”
Section: ■ Introductionmentioning
confidence: 99%