2015
DOI: 10.1103/physrevb.91.121414
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Coupling between electrons and optical phonons in suspended bilayer graphene

Abstract: International audienc

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Cited by 30 publications
(32 citation statements)
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“…Also using electrical transport measurements, signatures of cooling via optical phonons were identified (for bilayer graphene). 54 This cooling mechanism, however, was often thought to only mediate cooling for carriers with high enough energy to couple directly to optical phonons 55 and was typically used for experiments with relatively high fluence and therefore relatively high electron temperatures. For the rest of the carriers in the hot-carrier distribution, and for cooling of systems with relatively low electron temperature, alternative cooling channels were considered.…”
Section: Results and Discussionmentioning
confidence: 99%
“…Also using electrical transport measurements, signatures of cooling via optical phonons were identified (for bilayer graphene). 54 This cooling mechanism, however, was often thought to only mediate cooling for carriers with high enough energy to couple directly to optical phonons 55 and was typically used for experiments with relatively high fluence and therefore relatively high electron temperatures. For the rest of the carriers in the hot-carrier distribution, and for cooling of systems with relatively low electron temperature, alternative cooling channels were considered.…”
Section: Results and Discussionmentioning
confidence: 99%
“…1e shows that the crossing point varies rapidly upon varying T, so that for larger T larger carrier densities are needed for electron motion to become ballistic. This trend is indicative of a microscopic scattering mechanism that causes the electronic mean free path to depend strongly on n and T. Since in the experiments n is varied between a few 10 9 cm -2 and 2×10 11 cm -2 -well above the range associated to carrier density inhomogeneity-and T between 12 and 100 K -below the temperature where electron-phonons scattering sets in 11,12 neither density inhomogeneity nor phonon scattering can account for large changes in mean free path. Furthermore, because the density of states is constant in bilayers, a pronounced dependence of the screening length on n and T can also not be invoked.…”
mentioning
confidence: 86%
“…That is how we can identify thehΩ I 0.1 ± 0.01 eV energy of h-BN HPhPs as the main source of scattering and rule out the scattering by intrinsic graphene optical phonons or the Ω I I -HPhP band, ashΩ OP ∼hΩ I I ∼0.2 eV. Note that the role of intrinsic OPs or Ω I I -HPhPs in energy relaxation can be identified using noise thermometry respectively in suspended [26] and h-BN supported graphene [11,16]. This illustrates the difference between momentum relaxation (the resistance) and energy relaxation (the temperature or electronic distribution) mechanisms (Another example of such a difference, is acoustic phonon scattering which gives rise to a linear temperature dependence for resistivity but a cubic one for relaxation, reflecting single phonon and inelastic supercollision scattering respectively [27]).…”
Section: Substrate Phonon Scattering Modelmentioning
confidence: 92%