2020
DOI: 10.1016/j.carbon.2020.07.016
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Investigation of epitaxial graphene via Raman spectroscopy: Origins of phonon mode asymmetries and line width deviations

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Cited by 13 publications
(12 citation statements)
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“…In addition, mapping also revealed homogenous morphology and significant graphene film peaks [84]. Shen et al studied the synthesis of bilayer graphene on Cu substrate using a hot filament CVD technique [85] and reported the synthesis of Haehnlein et al investigated epitaxial graphene of different types, such as defective/ single-layer graphene to multilayer graphene with small defect densities by Raman spectroscopy and determined graphene layer numbers using strain types [74]. A novel correlation was observed between the 2D mode line width and the inverse I D /I G ratio, which allowed the determination of strain type and layer number [74].…”
Section: Raman Mappingmentioning
confidence: 99%
See 1 more Smart Citation
“…In addition, mapping also revealed homogenous morphology and significant graphene film peaks [84]. Shen et al studied the synthesis of bilayer graphene on Cu substrate using a hot filament CVD technique [85] and reported the synthesis of Haehnlein et al investigated epitaxial graphene of different types, such as defective/ single-layer graphene to multilayer graphene with small defect densities by Raman spectroscopy and determined graphene layer numbers using strain types [74]. A novel correlation was observed between the 2D mode line width and the inverse I D /I G ratio, which allowed the determination of strain type and layer number [74].…”
Section: Raman Mappingmentioning
confidence: 99%
“…Shen et al studied the synthesis of bilayer graphene on Cu substrate using a hot filament CVD technique [85] and reported the synthesis of Haehnlein et al investigated epitaxial graphene of different types, such as defective/ single-layer graphene to multilayer graphene with small defect densities by Raman spectroscopy and determined graphene layer numbers using strain types [74]. A novel correlation was observed between the 2D mode line width and the inverse I D /I G ratio, which allowed the determination of strain type and layer number [74]. Kolomiytsev et al employ Raman spectroscopy to investigate the layer numbers of multilayer graphene, and found that there were 10 layers per multilayer graphene flake [75].…”
Section: Raman Mappingmentioning
confidence: 99%
“…This decrease of the electron doping concentration can be due to interface states of oxidized silicon at high silicon coverage . The slope of the linear fitting for the different dispersions varies from 1.2 up to 1.7, which is an indication for biaxial strain of the graphene layer, which is expected due to the complex interaction between graphene and the dendritic structures …”
Section: Resultsmentioning
confidence: 92%
“…86 The slope of the linear fitting for the different dispersions varies from 1.2 up to 1.7, which is an indication for biaxial strain of the graphene layer, which is expected due to the complex interaction between graphene and the dendritic structures. 87 We have then annealed Si-ene samples to better understand the mechanism of formation and stabilization of thin Si-ene areas surrounded by 3D dendrites. Annealings were performed (both in situ just after Si deposition and in another UHV setup after the samples have been exposed to air) for samples with a deposited thickness of 0.5 ML since the most intense Raman peaks resulting from the most extended 2D Si-ene areas are obtained at this coverage.…”
Section: Resultsmentioning
confidence: 99%
“…On the other hand, nanometer-scale variations of strain within individual spots can also take place and their contribution can be assessed from the broadening and correlations between the full widths at halfmaximums (FWHM) of the G and 2D bands. [39,40] More inhomogeneous strain within the laser spot result in the broadening of both G and 2D bands due to averaging effects, [39] and in the linear correlations between FWHM(G) and FWHM(2D) following the slope value of ≈2.2 (i.e., that of 𝜔 G -𝜔 2D dependence). As shown in Figure 1d and Table 1, we were not able to find a strong linear correlation between FWHM(G) and FWHM(2D) for graphene/water and graphene/hydrogel samples, suggesting that nanometer-scale strains do not play a significant role and other nonlinear effects, such as phononphonon scattering, [39,40] come into play.…”
Section: Relaxation Of Strain In Graphene On Asgarose Hydrogelsmentioning
confidence: 99%