2002
DOI: 10.1063/1.1498968
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Mott–Schottky behavior of strongly pinned double Schottky barriers and characterization of ceramic varistors

Abstract: Nature of the Schottky-type barrier of highly dense SnO 2 systems displaying nonohmic behaviorThis work studies the capacitive behavior of an intergranular double Schottky barrier, which describes nonlinear charge transport in polycrystalline semiconductors. It is found that: ͑i͒ a widely applied version of the Mott-Schottky equation can be inadequate, and can lead to significant errors; ͑ii͒ a property called strong barrier pinning ͑SBP͒, underlies most attempts to obtain physical parameters from C -V measure… Show more

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Cited by 27 publications
(8 citation statements)
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“…By way of illustration, the flat-band potential values were inferred from the high-frequency MS plots to exclude the capacitance's contribution from the Helmholtz layer and the surface states. 66 Note that the plot for the ammonia-annealed sample is not completely linear, which indicates the presence of lattice defects. 67 Note that the bandedge positions of the annealed samples can be feasibly determined by using the previous data side by side with the bandgap energy typically obtained from Tauc plots.…”
Section: Optical and Photoelectrochemicalmentioning
confidence: 99%
“…By way of illustration, the flat-band potential values were inferred from the high-frequency MS plots to exclude the capacitance's contribution from the Helmholtz layer and the surface states. 66 Note that the plot for the ammonia-annealed sample is not completely linear, which indicates the presence of lattice defects. 67 Note that the bandedge positions of the annealed samples can be feasibly determined by using the previous data side by side with the bandgap energy typically obtained from Tauc plots.…”
Section: Optical and Photoelectrochemicalmentioning
confidence: 99%
“…The geometrical capacitance C HF appears at about 10 8 -10 9 Hz, depending on the position of the highest-frequency loss peak. 14 Up to this point, the discussion is generally valid for any polycrystalline semiconductor. We now focus on ZnO-based varistors.…”
Section: Bulk-grain Resistivity and Positive Temperature Coefficient mentioning
confidence: 99%
“…The change in the resistance of strontium titanate can be explained as follows. Upon applying a voltage to the metal/strontium titanate/metal structure, redistribu tion of defects (strontium and oxygen vacancies) near the grain boundaries affects the height of the intergrain potential barrier (the double Schottky barrier) [8,12,13]. Oxygen vacancies are charged positively [3,8,14,15].…”
Section: Resultsmentioning
confidence: 99%