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2001
DOI: 10.1103/physrevb.64.075310
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Nanometer-scale test of the Tung model of Schottky-barrier height inhomogeneity

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Cited by 127 publications
(96 citation statements)
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“…C-V analysis considers an average SBH value (Φ CV ) over the whole interface, therefore this value is very likely to be closer to Φ 0 9,15 . Ballistic electron emission microscopy on Pd/6H-SiC barriers, has recently confirmed the presence of a nanometer scale distribution of SBH 19 , whilst conductive atomic force microscopy has also been used to map inhomogeneities on Au/4H-SiC samples 20 . The origins of inhomogeneous Schottky barrier theory dates back to the 1960's when non-linearities within the classic Richardson plot hindered the extraction of the SBH and Richardson constant (A * * ).…”
Section: Introductionmentioning
confidence: 99%
“…C-V analysis considers an average SBH value (Φ CV ) over the whole interface, therefore this value is very likely to be closer to Φ 0 9,15 . Ballistic electron emission microscopy on Pd/6H-SiC barriers, has recently confirmed the presence of a nanometer scale distribution of SBH 19 , whilst conductive atomic force microscopy has also been used to map inhomogeneities on Au/4H-SiC samples 20 . The origins of inhomogeneous Schottky barrier theory dates back to the 1960's when non-linearities within the classic Richardson plot hindered the extraction of the SBH and Richardson constant (A * * ).…”
Section: Introductionmentioning
confidence: 99%
“…The presence of an interfacial layer at the metalsemiconductor structures plays an important role in the determination of the characteristic parameters of the devices [1,2]. Amorphous silicon carbide has been extensively studied over this decade mainly in the Schottky diode.…”
Section: Introductionmentioning
confidence: 99%
“…The averaging of multiple spectra with different onsets causes the average spectra to deviate from the linearity near the threshold and results in a fit to a Schottky barrier that is lower than the mean of the distribution, which is calculated from the fits to individual spectra. A symmetric Gaussian-like distribution is expected in barrier heights for metal semiconductor systems arising from variations in the interface structure where models based on interface dipoles have predicted this behaviour and have been observed with BEEM [94,58]. This is partially the cause of the wider distributions of the e-beam samples as the incompletely-formed silicide would have larger variations in stoichiometry and structure at the interface, resulting in a broadening of the distribution of barrier heights.…”
Section: Discussionmentioning
confidence: 99%