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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 Drain Current (Linear Regime)where A 0 , A gs , B 0 , B 1 and Keta are determined by experimental d<strong>at</strong>a. Eq. (2.4.1)shows th<strong>at</strong> A bulk is very close to unity if the channel length is small, and A bulkincreases as channel length increases.2.5 Strong Inversion Drain Current (LinearRegime)2.5.1 Intrinsic Case (R ds =0)In the strong inversion region, the general current equ<strong>at</strong>ion <strong>at</strong> any point yalong the channel is given byI = WC ( V − A V ) vds ox gstbulk ( y) ( y)(2.5.1)<strong>The</strong> parameter V gst = (V gs - V th ), W is the device channel width, C ox is theg<strong>at</strong>e capacitance per unit area, V(y) is the potential difference betweenminority-carrier quasi-Fermi potential and the equilibrium Fermi potentialin the bulk <strong>at</strong> point y, v(y) is the velocity <strong>of</strong> carriers <strong>at</strong> point y.With Eq. (2.3.1) (i.e. before carrier velocity s<strong>at</strong>ur<strong>at</strong>es), the drain currentcan be expressed asµeffE ( y)Ids = WCox ( Vgs −Vth− AbulkV( y))1+E( y)Es<strong>at</strong>(2.5.2)Eq. (2.5.2) can be rewritten as follows<strong>BSIM3v3.2.2</strong> Manual Copyright © 1999 UC Berkeley 2-19

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