2017
DOI: 10.1007/s40509-017-0135-9
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Another approach to the problem of room temperature superconductivity

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“…However, according to detailed calculations (see e.g., Ref. [49]) for the narrow levels in the graphene stripes with zigzag edges, the actual level broadening due to the inelastic scattering is two orders of magnitude lower than for conventional electrons with continuous dispersion law. The physical reason is that the localized HF excitations interact with phonons very weakly, because the respective phase space is confined.…”
Section: Steady State Susceptibility Of Gqdmentioning
confidence: 99%
“…However, according to detailed calculations (see e.g., Ref. [49]) for the narrow levels in the graphene stripes with zigzag edges, the actual level broadening due to the inelastic scattering is two orders of magnitude lower than for conventional electrons with continuous dispersion law. The physical reason is that the localized HF excitations interact with phonons very weakly, because the respective phase space is confined.…”
Section: Steady State Susceptibility Of Gqdmentioning
confidence: 99%