1992
DOI: 10.1103/physrevlett.69.1109
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Charge-transfer spectrum and its temperature dependence inLa2CuO4

Abstract: The reflectivity and its temperature dependence in the neighborhood of the charge-transfer band is reported for carrier-free La2CuC>4. There is a sharp peak in the imaginary part of the dielectric function for light polarized parallel to the Cu02 layers. It is shown that the line shape as well as its temperature dependence is consistent with short-range electron-hole interaction in the final state of the chargetransfer excitation broadened by moderate coupling to optical phonons.

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Cited by 120 publications
(87 citation statements)
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“…The CT peak (CTP) in s 1 (o) is at B2.3 eV, while the gap, estimated from a simple linear interpolation (red dashed line in Fig. 1), is at about D ¼ 1.8 eV for T ¼ 130 K and is consistent with previous reports [6][7][8][9]26 . The non-vanishing optical conductivity below the gap is due to the presence of tail states.…”
Section: Resultssupporting
confidence: 78%
“…The CT peak (CTP) in s 1 (o) is at B2.3 eV, while the gap, estimated from a simple linear interpolation (red dashed line in Fig. 1), is at about D ¼ 1.8 eV for T ¼ 130 K and is consistent with previous reports [6][7][8][9]26 . The non-vanishing optical conductivity below the gap is due to the presence of tail states.…”
Section: Resultssupporting
confidence: 78%
“…However, this is not without controversy; Falck and coworkers have argued that the sharp feature in the optical data arises from the shortrange interaction between an unbound electron and hole pair created by the CT process [16,19]. The present data, and in particular the q-dependence of Fig.…”
supporting
confidence: 46%
“…The narrowness of the charge transfer peak was attributed to the electron-hole interaction, i.e., excitonic effect, which can dramatically enhance matrix elements for interband transition in two-dimensional system. 27 As temperature increased, the charge transfer peak became broader and shifted to lower energy. At the low temperatures below 100 K, the peak energy did not show discernible change and it decreased continuously with increasing temperature above 100 K. These temperature-induced changes in ͑ ͒ were explained in terms of the coupling of charge carriers to a optical phonon mode, i.e., electronphonon coupling.…”
Section: Comparison With Optical Spectra Of La 2 Cuo 4 : Excitonicmentioning
confidence: 99%