1979
DOI: 10.1016/0038-1101(79)90001-7
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A long-channel MOSFET model

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Cited by 96 publications
(18 citation statements)
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“…Two altematives are currently available, namely surface potential models, based on (3), and inversion charge models, based on (4 Substituting (5) and (7) into (3) [13], but the final expression is rather cumbersome. The result can be simplified by noting that the last term in the right-hand side of (8) is relevant for small Q'i only (weak inversion) [15]. The application of this approximation to (8) results [ 15] in: (9) Integration of (9) is straightforward, the result being known as Brews' charge-sheet model [14].…”
Section: Pao and Sah Exact I-v Modelmentioning
confidence: 95%
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“…Two altematives are currently available, namely surface potential models, based on (3), and inversion charge models, based on (4 Substituting (5) and (7) into (3) [13], but the final expression is rather cumbersome. The result can be simplified by noting that the last term in the right-hand side of (8) is relevant for small Q'i only (weak inversion) [15]. The application of this approximation to (8) results [ 15] in: (9) Integration of (9) is straightforward, the result being known as Brews' charge-sheet model [14].…”
Section: Pao and Sah Exact I-v Modelmentioning
confidence: 95%
“…The result can be simplified by noting that the last term in the right-hand side of (8) is relevant for small Q'i only (weak inversion) [15]. The application of this approximation to (8) results [ 15] in: (9) Integration of (9) is straightforward, the result being known as Brews' charge-sheet model [14]. Most advanced surface potential models [3,4] introduce an additional approximation, substituting the depletion charge density term with the first two term of the Taylor expansion around a certain value of the surface potential e. The charge sheet current expression is then written in terms of the surface potential values at the boundaries of the channel as follows [11]: …”
Section: Pao and Sah Exact I-v Modelmentioning
confidence: 98%
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“…18͒ and later extended by Brews in 1978 and Van de Wiele in 1979. 19,20 In this simple model the field-effect transistor is treated as a plate capacitor. All charges are assumed to be immediately at the interface of the dielectric so that the thickness of the accumulation layer is zero.…”
Section: Model Of Unipolar and Ambipolar Tftsmentioning
confidence: 99%
“…The Pao-Sah model [32][33][34][35] describes the MOSFET structure very well, and the introduction into this model of the charge sheet approximation of the inversion layer, is making the model not only accurate but simple. In addition, the charge sheet model [28,36] is the best basis for understanding the long channel device [37][38][39][40][41][42].…”
Section: Mos Field Effect Transistor Mosfetmentioning
confidence: 99%