2006
DOI: 10.1109/soi.2006.284448
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Saturation Drain Current analytical modeling of Single Gate Fully Depleted SOI or SON MOSFETs in the Quasi Ballistic Regime of Transport

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Cited by 4 publications
(4 citation statements)
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“…(1), the numerical solution of the coupled Poisson and Schrodinger equations at the virtual source is required. However, it can also be achieved by suitable analytical models, such as the models derived for bulk 21 , Fully Depleted SOI 22 and double gate transistors 23 . In the subthreshold regime, this model only accounts for ideal thermionic emission in a well-designed MOSFET.…”
Section: The Natori Model Of Ballistic Transportmentioning
confidence: 99%
See 1 more Smart Citation
“…(1), the numerical solution of the coupled Poisson and Schrodinger equations at the virtual source is required. However, it can also be achieved by suitable analytical models, such as the models derived for bulk 21 , Fully Depleted SOI 22 and double gate transistors 23 . In the subthreshold regime, this model only accounts for ideal thermionic emission in a well-designed MOSFET.…”
Section: The Natori Model Of Ballistic Transportmentioning
confidence: 99%
“…As the calculations are performed non-self consistently, this procedure does not impact the expression of r, as demonstrated in 65. Solving equations (21) and (22) leads to the following expression of the backscattering coefficient r:…”
Section: Lundstrom Models Of Backscatteringmentioning
confidence: 99%
“…(1), the numerical solution of the coupled Poisson and Schrodinger equations at the virtual source is required. However, it can also be achieved by suitable analytical models, such as the models derived for bulk 21 , Fully Depleted SOI 22 and double gate transistors 23 .…”
Section: The Natori Model Of Ballistic Transportmentioning
confidence: 99%
“…As the calculations are performed non-self consistently, this procedure does not impact the expression of r, as demonstrated in 65. Solving equations (21) and (22) leads to the following expression of the backscattering coefficient r:…”
Section: Theoretical Foundations Of the Natori Lundstrom Model: The Qmentioning
confidence: 99%