2013
DOI: 10.1109/ted.2012.2223703
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Bipolar Poisson Solution for Independent Double-Gate MOSFET

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Cited by 5 publications
(2 citation statements)
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“…In the strong inversion regime, the surface potential is underestimated by a few tens of millivolts, which corresponds to an overestimation of q 1 . Notice that the front interface potential dependence on back-gate voltage vanishes when the back interface becomes strongly inverted, which is correctly captured in our initial guess because of (21) and (22).…”
Section: A Initial Guessmentioning
confidence: 53%
See 1 more Smart Citation
“…In the strong inversion regime, the surface potential is underestimated by a few tens of millivolts, which corresponds to an overestimation of q 1 . Notice that the front interface potential dependence on back-gate voltage vanishes when the back interface becomes strongly inverted, which is correctly captured in our initial guess because of (21) and (22).…”
Section: A Initial Guessmentioning
confidence: 53%
“…We end up with a single equation that takes only two different forms (hyperbolic and trigonometric mode), since the sign of q does not matter, whereas four cases had to be distinguished to choose the input voltage equation in [10], [12], [13], and [22]. In addition, the choice between trigonometric and hyperbolic modes is governed by the sign of q 2 as obtained by (1).…”
Section: Unique Equation To Be Solvedmentioning
confidence: 99%