Amp constructed using dependent source Superposition with dependent sources: one way tleave all dependent sources in;solve for one independent source at a time [section 3.5.1 of the t
Trang 2 Amp constructed using dependent source
Superposition with dependent sources:
one way tleave all dependent sources in;solve for one independent source at a
time [section 3.5.1 of the text]
Next, quick review of amp …
Review
Trang 3Amp review
L D S
Trang 4Key device Needed:
Let’s look at our old friend, the MOSFET …
i =
voltage controlledcurrent source
Trang 5Key device Needed:
Our old friend, the MOSFET …
First, we sort of lied The on-state behavior of the
MOSFET is quite a bit more complex than either the ideal switch or the resistor model would have you believe.
D
S G
Trang 6Saturation region
v
3 GS
v
+–DS
v
+–
v = −
Cutoff region
Trang 7Saturation region
v
3 GS
v
+–DS
v
+–
v = −
Notice that MOSFET behaves like a current source
when
T GS
v ≥ −
Trang 8MOSFET SCS Model
D
S G
When
the MOSFET is in its saturation region, and the
switch current source (SCS) model of the MOSFET is more accurate than the S or SR model
T GS
v ≥ −
Trang 9Reconciling the models…
T GS
v ≥ −
T GS
v < − use SCS modeluse SR model
Note: alternatively (in more advanced courses)
or, use SU Model (Section 7.8 of A&L)
for fun! for digitaldesigns for analogdesigns
When to use each model in 6.002?
v
Saturation region
v
3 GS
v
T GS
v = −
Trang 10Back to Amplifier
in saturationregion
To ensure the MOSFET operates as a VCCS,
we must operate it in its saturation region only To do so, we promise to adhere to the
“saturation discipline”
Trang 11MOSFET Amplifier
in saturationregion
To ensure the MOSFET operates as a VCCS,
we must operate it in its saturation region only We promise to adhere to the
“saturation discipline.”
In other words, we will operate the amp
circuit such that
v GS ≥ V T and v DS ≥ v GS – V T at all times
v O ≥ v I – v T
Trang 12Let’s analyze the circuit
First, replace the MOSFET with its
Trang 13Let’s analyze the circuit
1 Analytical method: v O vs v I
(v O = v DS in our example)
Trang 142 Graphical method
:B
From A ( ) ,
2
2
T I
:
2 O DS
DS O
T I
O
v 2
K i
K
i
2 v
V v
L
0 L
S DS
R
v R
V
Trang 152 Graphical method
:B
Constraints and must be metA B
2
2
T I
S DS
R
v R
V
I
O vs v v
Trang 17Large Signal Analysis
of Amplifier
(under “saturation discipline”)
1 v O versus v I
2 Valid input operating range and
valid output operating range
Trang 18Large Signal Analysis
T I
v = −
Trang 192 What are valid operating ranges
under the saturation discipline?
S DS
R
v R
V
i = −
Large Signal Analysis
T I
O
T I
V v
Trang 202 What are valid operating ranges
under the saturation discipline?
S DS
R
v R
I
KR
V
KR V
Trang 21Valid input range:
L
S
L T
KR
V
KR
V −1+ 1+ 2+
v I : V T to corresponding output range:
L
S L
KR
V KR
21
S
2
K V