- This is most popular method of biasing and stabilization.
- There are two resistance R1 and R2 is connected across supply voltage VCC to provide biasing. The emitter resistance RE provides stabilization.
- There are two resistances R1 and R2 provides voltage divider in this method therefore it is called as voltage divider method.
- The voltage drop across resistance R2 forward biases base – emitter junction resulting base current flows.
- This will result in zero signal collector current flows.
Mathematical analysis
- Let us consider that the current I1 flows through resistance R1.
- As the base current IB is very small, therefore we consider that the current flows through resistance R2 is also I1.
Collector current IC
I1 = VCC / ( R1 + R2
)
Voltage drop across resistance R2 = R2I1
V2 = [ VCC / ( R1 + R2
) ] R2
Apply KVL to base circuit
V2 = Voltage drop across Base emitter
junction + voltage drop across
resistance RE
= VBE
+ VE
= VBE
+ IERE
As base current is very small IE ≈ IC
V2 = VBE + IC RE
................ ( 1 )
IC = V2 – VBE / RE..... ( 2 )
|
- The value of collector current does not depend upon current amplification factor β.
- As the collector current IC depends upon VBE but V2 >> VBE therefore IC is practically does not depend upon VBE.
- We can say that the collector current IC is independent parameter therefore it provides good stabilization.
Collector to Emitter
voltage
Applying KVL to collector circuit
VCC = ICRC + VCE
+ IERE
AS IE ≈ IC
VCC = ICRC + VCE
+ ICRE
= IC ( RC + RE
) + VCE
VCE = VCC – IC ( RC
+ RE )
Stabilization
- The stabilization is provided by emitter resistance RE. Let us consider the equation ( 1 )
V2 = VBE + IC RE
- As the collector current increases with increase in the temperature therefore the voltage drop across resistance RE also increases.
- As the voltage drop across resistance R2 does not depends upon IC, the voltage across base to emitter ( VBE ) decreases.
- As the base to emitter voltage decrease, the base current also decreases and this will result in collector current IC restore to its original value.
Voltage drop across R2 = [ VCC / ( R1 + R2
) ] R2
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