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AC Analysis- BJT
BJT Transistor Modeling
• A model is an equivalent circuit that represents the AC
characteristics of the transistor.
• A model uses circuit elements that approximate the
behavior of the transistor.
• There are two models commonly used in small signal AC
analysis of a transistor:
– re model
– Hybrid equivalent model
BJT Transistor Modeling
Remove capacitors and replace it
with short circuit equivalent
Small signal Analysis- AC equivalent model
• Output impedance Z0= Vo/ I0
•Input impedance Zi= Vi/ Ii
•Current gain Ai= Io/ Ii
•Voltage gain Ao= Vo/ Vi
The re Transistor Model
• BJTs are basically current-controlled devices; therefore the re model
uses a diode and a current source to duplicate the behavior of the
transistor.
• One disadvantage to this model is its sensitivity to the DC level. This
model is designed for specific circuit conditions.
Common-Base Configuration
Input impedance:
Output impedance:
Voltage gain:
Current gain:
ec II 
e
e
I
mV26
r 
ei rZ 
oZ
e
L
e
L
V
r
R
r
R
A 


1Ai 
Common-base characteristics
Common-Emitter Configuration
  bbe III   1
The diode re model can be
replaced by the resistor re.
more…
e
e
I
mV26
r 
for Ac is generally greater
than 1.

Common-Emitter Configuration
Input impedance:
Output impedance:
Voltage gain:
Current gain:
ei rZ 
 oo rZ
e
L
V
r
R
A 
 oriA
Common-emitter characteristics
Example
• Given =120 and IE(dc)=3.2mA for a common-emitter
configuration with ro=  , determine:
a) Zi b)Av if a load of 2 k is applied c) Ai with the 2 k load


975)125.8(120rZ
125.8
m2.3
m26
I
26m
ra)
ei
E
e
:Solution
15.246
125.8
k2
r
R
b)A
e
L
v 
120
I
I
Ac)
i
o
i 
Common-Collector Configuration
Input impedance:
Output impedance:
Voltage gain:
Current gain:
ei rZ )1(  
Eeo RrZ ||
eE
E
V
rR
R
A


1 iA
Simplified General h-Parameter Model
• hi = input resistance
• hf = forward transfer current ratio (Io/Ii)
re vs. h-Parameter Model
acfe
eie
h
rh


Common-Emitter
Common-Base
1h
rh
fb
eib


The Hybrid p Model
The hybrid p model is most useful for analysis of high-
frequency transistor applications.
At lower frequencies the hybrid p model closely
approximate the re parameters, and can be replaced by
them.
16
Hybrid Equivalent Model
• re model is sensitive to the dc level of
operation that result input resistance vary
with the dc operating point
• Hybrid model parameter are defined at an
operating point that may or may not reflect
the actual operating point of the amplifier
17
Simplified General h-Parameter Model
The model can be simplified based on these approximations:
hr  0 therefore hrVo = 0 and ho   (high resistance on the output)
Simplified
18
Common-Emitter re vs. h-Parameter Model
acfe
eie
h
rh


19
Common-Base re vs. h-Parameter Model
1

fb
eib
h
rh

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Electronics 1 : Chapter # 07 : AC Analysis BJT

  • 2. BJT Transistor Modeling • A model is an equivalent circuit that represents the AC characteristics of the transistor. • A model uses circuit elements that approximate the behavior of the transistor. • There are two models commonly used in small signal AC analysis of a transistor: – re model – Hybrid equivalent model
  • 3. BJT Transistor Modeling Remove capacitors and replace it with short circuit equivalent
  • 4. Small signal Analysis- AC equivalent model • Output impedance Z0= Vo/ I0 •Input impedance Zi= Vi/ Ii •Current gain Ai= Io/ Ii •Voltage gain Ao= Vo/ Vi
  • 5. The re Transistor Model • BJTs are basically current-controlled devices; therefore the re model uses a diode and a current source to duplicate the behavior of the transistor. • One disadvantage to this model is its sensitivity to the DC level. This model is designed for specific circuit conditions.
  • 6. Common-Base Configuration Input impedance: Output impedance: Voltage gain: Current gain: ec II  e e I mV26 r  ei rZ  oZ e L e L V r R r R A    1Ai 
  • 8. Common-Emitter Configuration   bbe III   1 The diode re model can be replaced by the resistor re. more… e e I mV26 r  for Ac is generally greater than 1. 
  • 9. Common-Emitter Configuration Input impedance: Output impedance: Voltage gain: Current gain: ei rZ   oo rZ e L V r R A   oriA
  • 11. Example • Given =120 and IE(dc)=3.2mA for a common-emitter configuration with ro=  , determine: a) Zi b)Av if a load of 2 k is applied c) Ai with the 2 k load   975)125.8(120rZ 125.8 m2.3 m26 I 26m ra) ei E e :Solution 15.246 125.8 k2 r R b)A e L v  120 I I Ac) i o i 
  • 12. Common-Collector Configuration Input impedance: Output impedance: Voltage gain: Current gain: ei rZ )1(   Eeo RrZ || eE E V rR R A   1 iA
  • 13. Simplified General h-Parameter Model • hi = input resistance • hf = forward transfer current ratio (Io/Ii)
  • 14. re vs. h-Parameter Model acfe eie h rh   Common-Emitter Common-Base 1h rh fb eib  
  • 15. The Hybrid p Model The hybrid p model is most useful for analysis of high- frequency transistor applications. At lower frequencies the hybrid p model closely approximate the re parameters, and can be replaced by them.
  • 16. 16 Hybrid Equivalent Model • re model is sensitive to the dc level of operation that result input resistance vary with the dc operating point • Hybrid model parameter are defined at an operating point that may or may not reflect the actual operating point of the amplifier
  • 17. 17 Simplified General h-Parameter Model The model can be simplified based on these approximations: hr  0 therefore hrVo = 0 and ho   (high resistance on the output) Simplified
  • 18. 18 Common-Emitter re vs. h-Parameter Model acfe eie h rh  
  • 19. 19 Common-Base re vs. h-Parameter Model 1  fb eib h rh