dde 3223 fet amplifiers: jfet ac analysis
TRANSCRIPT
![Page 1: DDE 3223 FET Amplifiers: JFET AC Analysis](https://reader030.vdocuments.site/reader030/viewer/2022012318/5472a131b4af9f19618b4606/html5/thumbnails/1.jpg)
FET AMPLIFIERSJunction Field Effect Transistor
AC Analysis
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Field Effect Transistor
FET device controls output current by means of small input voltage
Where BJT has β, FET has transconductance factor, gm
Unit for gm: Siemen or Ω-1
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Definition of gm using transfer characteristic.
Output drain current overInput gate voltage
Slope at point of operation
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Calculating gm at various bias points.
Slope of the characteristic at the point of operation
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gm can be written as yfs on specification sheets.
When VGS = 0 V, gm is can be denoted as gm0 (maximum gm )
The initial equation then becomes
P
GS
P
DSSm V
V
V
Ig 1
||
2
||
20
P
DSSm V
Ig
P
GSmm V
Vgg 10
Mathematical Definition of gm
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For a JFET with IDSS = 8 mA and VP = - 4V, determine
(a) Maximum gm
(b) Value of gm when VGS = -1.5V
Solutions
(a) Maximum gm when VGS = 0V
(b) When VGS = -1.5V
Exercise on gm
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Plotting gm versus VGS
When VGS = 0V, gm is maximum
When VGS = VP, gm is zero
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Plot gm versus ID with IDSS = 8mA and VP = -4V
P
GS
P
DSSm V
V
V
Ig 1
||
2
||
20
P
DSSm V
Ig
Example
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Effects of ID on gm
Relationship between ID dan gm can be obtained from Shockley Equation:
gm can also be written as
DSS
D
P
GS
I
I
V
V1
GSm m0
P
Dm m0
DSS
Vg g 1
V
Ig g
I
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gm ID
gm0 IDSS
0.707 gm0 IDSS/2
0.5 gm0 IDSS/4
0 0 mA
Plotting gm versus ID
Dm m0
DSS
Ig g
I
||
20
P
DSSm V
Ig
where
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ExamplePlot gm versus ID with
IDSS = 8mA and VGS = -4V
||
20
P
DSSm V
Ig
Dm m0
DSS
Ig g
I
gm ID
gm0 IDSS
0.707 gm0 IDSS/2
0.5 gm0 IDSS/4
0 0 mA
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FET Impedance
FET input impedance, Zi is sufficiently large. Usually in the range of 109 (1000M)
FET output impedance, Zo is similar in magnitude to conventional BJTs.
Output impedance appears as yos with units of s
iZ FET
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Definition of rd using FET drain characteristics.
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FET AC equivalent circuit.
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JFET fixed-bias configuration.
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Substituting the JFET AC equivalent circuit unit
i GZ FET R
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Determining Zo.
o d D
d D
Z FET = r || R
if r 10R
iSet V 0
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Determining Zo.
o D
d D
Z FET = R
if r 10R
iSet V 0
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Determining Av
v o i m d D
v o i m D d D
A = V V = -g r || R
A = V V = -g R when r 10R
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Determining Av
o m gs d D
gs i
o m i d D
V = -g V r || R
V = V
V = -g V r || R
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Example
m d
i
o
V
V d
1. g and r
2. Z
3. Z
4. A
Determine the
following for the n
5. A ignoring effect
etwor
of r
k
IDSS=10mAVP=-8V
yOS=40S
IDQ=5.625mAVGSQ=-2V
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Solutions
DSSm0
P
2 10mA2Ig = = =
V 8V2.5mS
d
os
1 1r = = =
y 4025 k
S
i GZ = R = 1MΩ
o d DZ = r || R = 2k | 1.25k = 85k|
IDQ=5.625mAVGSQ=-2VIDSS=10mAVP=-8V
yOS=40S
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Solutions..
o d DZ = r || R = 2k | 1.25k = 85k|
d vWithout r , A = -3.76
d vWith r , A = -3.48
oV m D d
i
VA = = -g R || r
V
oV m D
i
VA = = -g R
V
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Self-Bias JFET configuration.
JFET AC equivalent circuit.
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Redrawn Network
Zi = ?Zo = ?AV = ?
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JFET voltage-divider configuration
Network under AC conditions
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Redrawn network
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Important Parameters
DmV
d
dDsgmo
gsi
V
Ddo
i
RgAThus
elrIf
rRVgV
and
VV
A
RrZ
RRZ
,arg
)||(
:
||
|| 21