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Chapter 12
Field-Effect Transistors
1. Understand MOSFET operation.
2. Analyze basic FET amplifiers using the
load-line technique.
3. Analyze bias circuits.
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4. Use small-signal equivalent circuits to
analyze
FET amplifiers.
5. Compute the performance parameters of
several
FET amplifier configurations.
6. Select a FET amplifier configuration that is
appropriate for a given application.
7. Understand the basic operation of CMOS
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L logic
Chapter 12
gates.
ENGINEERING
Field-Effect Transistors
Principles and Applications
NMOS AND PMOS
TRANSISTORS
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Chapter 12
Field-Effect Transistors
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Chapter 12
Field-Effect Transistors
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Chapter 12
Field-Effect Transistors
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Chapter 12
Field-Effect Transistors
Operation in the Cutoff
Region
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iD  0 for vGS  Vto
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Operation in the Triode
Region

iD  K 2vGS  vto v DS  v
W
K 
L
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 KP

 2
2
DS

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Operation in the Saturation
Region
iD  K vGS  vto 
2
iD  Kv
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2
DS
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Chapter 12
Field-Effect Transistors
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Principles and Applications
Chapter 12
Field-Effect Transistors
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Principles and Applications
Chapter 12
Field-Effect Transistors
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Principles and Applications
Chapter 12
Field-Effect Transistors
MOSFET Summary
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LOAD-LINE ANALYSIS OF A
SIMPLE NMOS AMPLIFIER
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v DD  RDiD t   v DS t 
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Field-Effect Transistors
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To establish the load line,
we first locate two points on
it.
Chapter 12
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Chapter 12
Field-Effect Transistors
Amplifier Analysis
Amplifier analysis has two steps:
1. Determine the Q point.
2. Use a small-signal equivalent circuit to
determine impedances and gains.
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Chapter 12
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The Fixed- Plus Self-Bias
Circuit
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VG  VDD
R2
R1  R2
VG  vGS  RS iD
iD  K vGS  Vto 
2
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Chapter 12
Field-Effect Transistors
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Chapter 12
Field-Effect Transistors
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Chapter 12
Field-Effect Transistors
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Chapter 12
Field-Effect Transistors
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Field-Effect Transistors
SMALL-SIGNAL
EQUIVALENT CIRCUITS
iD t   I DQ  id t 
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vGS t   VGSQ  v gs t 
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g m  2 KI DQ
g m  2 KP W L I DQ
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iD
gm 
vGS
Q  point
iD
1 rd 
v DS
Q  point
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Chapter 12
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Field-Effect Transistors
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Field-Effect Transistors
COMMON-SOURCE AMPLIFIERS
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The Small-Signal Equivalent
Circuit
In small-signal midband analysis of FET
amplifiers, the coupling capacitors, bypass
capacitors, and dc voltage sources are
replaced by short circuits. The FET is
replaced with its small-signal equivalent
circuit. Then, we write circuit equations and
derive useful expressions for gains, input
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Voltage Gain
1
RL 
1 rd  1 RD  1 RL
vo
Av 
  g m RL
vin
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Input Resistance
vin
Rin 
 RG  R1 R2
iin
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Output Resistance
To find the output resistance of an amplifier, we
disconnect the load, replace the signal source
by its internal resistance, and then find the
resistance looking into the output terminals.
1
Ro 
1 RD  1 rd
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SOURCE FOLLOWERS
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The Small-Signal Equivalent
Circuit
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Voltage Gain
1
RL 
1 rd  1 RS  1 RL
vo
g m RL
Av 

vin 1  g m RL
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Input Resistance
vin
Rin 
 RG
iin
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Output Resistance
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1
Ro 
g m  1 RS  1 rd
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Source-Follower
Characteristics
The source follower has voltage gain
slightly less than unity, high input
impedance, and low output impedance.
Current gain and power gain can be larger
than unity.
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CMOS Inverter
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CMOS NAND Gate
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CMOS NOR Gate
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Field-Effect Transistors
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