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BSIM3v3.2.2 MOSFET Model - The University of Texas at Dallas

BSIM3v3.2.2 MOSFET Model - The University of Texas at Dallas

BSIM3v3.2.2 MOSFET Model - The University of Texas at Dallas

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Strong Inversion Current and Output Resistance (S<strong>at</strong>ur<strong>at</strong>ion Regime)a = Abulk RdsCoxWvs<strong>at</strong>+ ( −1)Abulkλ2b =−( Vgst( − 1) + Abulk Es<strong>at</strong> L+3Abulk RdsCoxWvs<strong>at</strong>Vgst)λ2c = Es<strong>at</strong> LVgst +2RdsCoxWvs<strong>at</strong>Vgstλ = AV 1 gst + A22 1(2.5.11)<strong>The</strong> last expression for λ is introduced to account for non-s<strong>at</strong>ur<strong>at</strong>ion effect<strong>of</strong> the device. <strong>The</strong> parasitic resistance is modeled as:RdsR=dsw( 1+PrwgVgsteff+ Prwb( Φs−Vbseff− Φs)6 W( 10 W ') reff(2.5.11)<strong>The</strong> variable R dsw is the resistance per unit width, W r is a fitting parameter,P rwb and P rwg are the body bias and the g<strong>at</strong>e bias coeffecients, repectively.2.6 Strong Inversion Current and OutputResistance (S<strong>at</strong>ur<strong>at</strong>ion Regime)A typical I-V curve and its output resistance are shown in Figure 2-6. Consideringonly the drain current, the I-V curve can be divided into two parts: the linear regionin which the drain current increases quickly with the drain voltage and thes<strong>at</strong>ur<strong>at</strong>ion region in which the drain current has a very weak dependence on thedrain voltage. <strong>The</strong> first order deriv<strong>at</strong>ive reveals more detailed inform<strong>at</strong>ion aboutthe physical mechanisms which are involved during device oper<strong>at</strong>ion. <strong>The</strong> outputresistance (which is the reciprocal <strong>of</strong> the first order deriv<strong>at</strong>ive <strong>of</strong> the I-V curve)2-22 <strong>BSIM3v3.2.2</strong> Manual Copyright © 1999 UC Berkeley

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