Abstract:The line shape of the photoelectron spectrum emitted from the sp-derived surface state at I on Cu(111) is investigated. The line shape is Lorentzian, and the temperature dependence of the width is linear, varying from 30 meV at 30 K to 75 meV at 625 K. Less than 5-rneV variation with binding energy is observed. The temperature dependence is explained as the phonon contribution to the inverse hole lifetime, predicted to be 2~kkbT allowing the determination that the electron-phonon mass enhancement parameter X. … Show more
“…In this approach the contributions from different phonon modes, in particular the Rayleigh surface mode as well as bulk phonons and the general temperature dependence are taken into account. They also obtain the high temperature behavior represented by l. Their approach is based on: (i) Thomas-Fermi screened Ashcroft electron-ion potentials, (ii) one-electron states obtained from the model potential, and (iii) a simple force-constant phonon model calculation that gives results for the phonon spectrum in good agreement with recently published experimental data [52,86,99,100].…”
Section: Electron-phonon Interactionsupporting
confidence: 62%
“…This fact is also reflected in the absence of a significant peak asymmetry. The authors conclude that the experimental contribution of both Dy and DE to the observed linewidth is 5 meV [99]. However, Fig.…”
Section: Shockley States On Noble-metal Surfacesmentioning
confidence: 72%
“…Except near T ! 0 this broadening can be described approximately [99] by Eq. (40) G ep ¼ 2plk B T, with an experimental value l ¼ 0:14 AE 0:02 for the electron-phonon mass enhancement parameter.…”
Section: Shockley States On Noble-metal Surfacesmentioning
confidence: 99%
“…To improve the angular resolution McDougall et al [99] used very narrow entrance slits, which limit Dy in direction of the surface-state dispersion to Dy ¼ AE0:06 . Their normal emission results are reproduced in Fig.…”
Section: Shockley States On Noble-metal Surfacesmentioning
“…In this approach the contributions from different phonon modes, in particular the Rayleigh surface mode as well as bulk phonons and the general temperature dependence are taken into account. They also obtain the high temperature behavior represented by l. Their approach is based on: (i) Thomas-Fermi screened Ashcroft electron-ion potentials, (ii) one-electron states obtained from the model potential, and (iii) a simple force-constant phonon model calculation that gives results for the phonon spectrum in good agreement with recently published experimental data [52,86,99,100].…”
Section: Electron-phonon Interactionsupporting
confidence: 62%
“…This fact is also reflected in the absence of a significant peak asymmetry. The authors conclude that the experimental contribution of both Dy and DE to the observed linewidth is 5 meV [99]. However, Fig.…”
Section: Shockley States On Noble-metal Surfacesmentioning
confidence: 72%
“…Except near T ! 0 this broadening can be described approximately [99] by Eq. (40) G ep ¼ 2plk B T, with an experimental value l ¼ 0:14 AE 0:02 for the electron-phonon mass enhancement parameter.…”
Section: Shockley States On Noble-metal Surfacesmentioning
confidence: 99%
“…To improve the angular resolution McDougall et al [99] used very narrow entrance slits, which limit Dy in direction of the surface-state dispersion to Dy ¼ AE0:06 . Their normal emission results are reproduced in Fig.…”
Section: Shockley States On Noble-metal Surfacesmentioning
“…Thus a measurement of the width of a photoemission peak as a function of temperature provides direct access to the coupling constant, λ. This approach has been used in several studies including a study of the electron-phonon contribution to quasiparticle lifetimes of surface states on the Cu(111) [14] and Be(0001) [15] surfaces. In the former case the electron-phonon coupling constant for the surface, λ = 0.14 was close to that measured for bulk copper, λ = 0.15.…”
Section: Electron-phonon Coupling In Metallic Systemsmentioning
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