2006
DOI: 10.1016/j.matchemphys.2005.09.086
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Characterization of electrical properties of Pb-modified BaSnO3 using impedance spectroscopy

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Cited by 143 publications
(46 citation statements)
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“…This behavior indicates an increase in conduction with temperature and frequency. The lower value of Z  at region III at various SM T indicates a possible release of space charge and a consequent lowering of the energy barrier properties [16][17][18]. At higher frequency, the space charge has less time to relax and the recombination would be faster [19].…”
Section: Complex Impedance Analysismentioning
confidence: 98%
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“…This behavior indicates an increase in conduction with temperature and frequency. The lower value of Z  at region III at various SM T indicates a possible release of space charge and a consequent lowering of the energy barrier properties [16][17][18]. At higher frequency, the space charge has less time to relax and the recombination would be faster [19].…”
Section: Complex Impedance Analysismentioning
confidence: 98%
“…The frequency spectrum of Z presents some important features: (i) the appearance of a peak (shown by the line in the plot) at a particular frequency (familiar as relaxation frequency) and gradual decrease in Z to a minimum value with a further rise in frequency and then a tendency to form a second peak; (ii) the decrease in the absolute value of Z with a clear shift of the peak toward higher frequency with the increase of SM T ; (iii) the first peak showing the typical peak broadening and the second peak showing the typical peak symmetry. The peak location gives the relaxation time according to the relation  is the pre-exponential factor; and a E is the activation energy [15,16]. From the Arrhenius fit, the activation energy for the sample has been estimated to be 0.37 eV.…”
Section: Complex Impedance Analysismentioning
confidence: 99%
“…Figure 8(a) shows that the dielectric constant (ε ) decreases continuously at lower frequencies and remains constant at higher frequencies giving rise to a plateau. The monotonous decrease in the value of dielectric constant on increasing frequency may be attributed to a combined contribution due to electronic, ionic, and interfacial polarization at low frequencies [52]. The observed dielectric dispersion at low frequencies can be explained on the basis of the Maxwell-Wagner theory of interfacial polarization [53].…”
Section: Dielectric Analysismentioning
confidence: 99%
“…6). Variation in the dielectric constant at lower frequency was attributed to space charge contribution rather than electronic and ionic contribution with the increase in frequency [33]. The ionic and electronic contribution became dominant and the space charge contribution diminished gradually.…”
Section: [Tabela I -Parâmetros Estruturais Das Nanopartículas De Tio mentioning
confidence: 88%