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Analog CMOS Integrated Circuit Design Set 2 - Courses - University ...

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SM<br />

Device Capacitances - 1<br />

• The quadratic model determines the DC behavior of a MOS transistor.<br />

• The capacitances associated with the devices are important when<br />

studying the AC behavior of a device.<br />

• There is a capacitance between any two terminals of a MOS transistor.<br />

So there are 6 Capacitances in total.<br />

• The Capacitance between Drain and Source is negligible (C DS=0).<br />

• These capacitances will depend on the region of operation (Bias<br />

values).<br />

SM<br />

EECE 488 – <strong>Set</strong> 2: Background<br />

Device Capacitances - 2<br />

• The following will be used to calculate the capacitances between<br />

terminals:<br />

1. Oxide Capacitance: C1 = W ⋅ L ⋅ Cox<br />

,<br />

ε ox<br />

Cox<br />

=<br />

2. Depletion Capacitance:<br />

3. Overlap Capacitance:<br />

4. Junction Capacitance:<br />

Sidewall Capacitance:<br />

C = C<br />

Bottom-plate Capacitance:<br />

2<br />

EECE 488 – <strong>Set</strong> 2: Background<br />

SM 24<br />

dep<br />

t<br />

ox<br />

q ⋅ε<br />

si ⋅ N<br />

= W ⋅ L ⋅<br />

4 ⋅ Φ<br />

F<br />

sub<br />

C 3 = C4<br />

= Cov<br />

= W ⋅ LD<br />

⋅ Cox<br />

+ C<br />

C jsw<br />

C j<br />

C 5<br />

= C6<br />

= C + C<br />

j<br />

jsw<br />

fringe<br />

C<br />

jun<br />

C j0<br />

=<br />

⎡ VR<br />

⎤<br />

⎢1<br />

+ ⎥<br />

⎣ Φ B ⎦<br />

m<br />

47<br />

48

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