2001
DOI: 10.1103/physrevb.63.205207
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Radio-frequency response of semiconductingCdF2:Incrystals with Schottky barriers

Abstract: The dielectric response of semiconducting CdF 2 crystals with bistable In centers in the range of 10 1 Ϫ10 6 Hz reveals a quasi-Debye relaxation due to Schottky barriers at the Au/Ag contacts. These spectra can be modeled with a two-or tri-layer capacitor, the characteristics of which are determined by the conductivity and capacity of the crystal volume and the depletion layers at the contacts ͑the Maxwell-Wagner capacitance͒. Analyses of the temperature dependence of these parameters show that the volume cond… Show more

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Cited by 12 publications
(4 citation statements)
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“…We should note, that the data obtained for the values of kinetic coefficients are at some extent qualitative, because the assumption that the direct transitions between the deep levels and the conduction band is negligible is not strongly fulfilled in CdF 2 :In at temperatures between 78 and 150 K. Nevertheless, the used ratios N sh /n e calculated by the simple approximate Eqn. 20 for T = 78 K and T = 110 K coincided within a few tenth of a percent with the ratios obtained with the formulae of exact statistical calculation derived in [11]. Similar measurements and data analysis for the CdF 2 :Ga crystals would give accurate results, since in this crystal E deep = 0.7 eV [5], and the assumption mentioned above is fulfilled.…”
Section: Light Excitation and Measurements Of The Shallow State Kineticssupporting
confidence: 83%
See 1 more Smart Citation
“…We should note, that the data obtained for the values of kinetic coefficients are at some extent qualitative, because the assumption that the direct transitions between the deep levels and the conduction band is negligible is not strongly fulfilled in CdF 2 :In at temperatures between 78 and 150 K. Nevertheless, the used ratios N sh /n e calculated by the simple approximate Eqn. 20 for T = 78 K and T = 110 K coincided within a few tenth of a percent with the ratios obtained with the formulae of exact statistical calculation derived in [11]. Similar measurements and data analysis for the CdF 2 :Ga crystals would give accurate results, since in this crystal E deep = 0.7 eV [5], and the assumption mentioned above is fulfilled.…”
Section: Light Excitation and Measurements Of The Shallow State Kineticssupporting
confidence: 83%
“…All these parameters have been defined from low frequency (10 − 10 6 Hz) measurements of the complex impedance of thin plane-parallel CdF 2 : In samples with metallic electrodes which were either sputtered on their surfaces or just brought into contact with the surfaces. This method is the basis of our previous study [11].…”
Section: Introductionmentioning
confidence: 99%
“…It also accounts for the temperature and frequency dependence of the capacitance observed here, which is consistent with that of a Schottky barrier, as previously observed in different metal/ semiconductor junctions. 21,22 Finally it easily explains why the capacitance measured at low temperature coincides with that of normal Ta 2 O 5 layers, since at sufficiently low temperature the carriers originating from the dopants completely freeze out and the material behaves as a true insulator again. Finally, futher support for an explanation based on quenched-in vacancy doping is provided by the observation that after annealing in vacuum, the specific capacitance of anomalous layers is substantially reduced, and, for some of the studied materials, the ''normal'' dielectric behavior is fully restored.…”
Section: Resultsmentioning
confidence: 73%
“…H.M. Mahmudov et al noted it has been established that the MBE growth of the CdF 2 /Si (111) film at the initial stage proceeds according to the Stranski-Krastanov mechanism, and then the growth occurs according to the Frank-Van der Merve mechanism [13]. The (1×1) CdF 2 (111) surface is formed after high-temperature (T = 1120 K) heating of films with d ≥ 150 ÷ 200 Å [14].…”
Section: Resultsmentioning
confidence: 99%