1967
DOI: 10.1016/0022-3697(67)90089-3
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Frequency dependence of the electrical conductivity of small polarons for high and low temperatures

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Cited by 177 publications
(67 citation statements)
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“…Virtually no temperature dependence of this feature is observed down to 40 K. This behaviour allows us to rule out the presence of small polarons, which would require a strong temperature dependence of the mid-IR absorption. 26 Large polaron absorption spectra, on the other hand, are expected to be temperature independent and asymmetric, 27 in agreement with our data. The peak position near 0.3 eV is also consistent with large polarons, as it is below the 0.7 eV cut off predicted by Fröhlich coupling for transition metal oxides 23 .…”
Section: 25supporting
confidence: 88%
“…Virtually no temperature dependence of this feature is observed down to 40 K. This behaviour allows us to rule out the presence of small polarons, which would require a strong temperature dependence of the mid-IR absorption. 26 Large polaron absorption spectra, on the other hand, are expected to be temperature independent and asymmetric, 27 in agreement with our data. The peak position near 0.3 eV is also consistent with large polarons, as it is below the 0.7 eV cut off predicted by Fröhlich coupling for transition metal oxides 23 .…”
Section: 25supporting
confidence: 88%
“…11,52,53 In the present study only amorphous tungsten oxide films are investigated and the below-band-gap spectral region is considered. According to the frequency-dependent electrical conductivity theory of Reik and Heese 54 and Schirmer et al, 55 the polaron contribution to the DF is described by a single Gaussian line shape or alternatively by a harmonic Lorentzian-broadened oscillator. 2,32,56,57 It has already been observed that a single Gaussian or Lorentzian line shape is not fully sufficient to describe the experimentally observed absorption behavior.…”
Section: Polaron Contributionmentioning
confidence: 99%
“…Starting from |Φ 0 i, one generates an orthonormal set of states f|Φ n ig by successively operating with H on |Φ n i, n = 0, ⋅ ⋅ ⋅ , M, and orthonormalizing to all the previous vectors, such that the Hamiltonian is represented by a real symmetric well as in the strong coupling case [24] using perturbative methods. However, in none of the approaches used were the polaron-polaron interactions taken into account, i. e., the results are only trustworthy (especially in the strong coupling limit) in the single polaron limit.…”
Section: Numerical Treatment Of the T-j Holstein Hamiltonianmentioning
confidence: 99%