Electronic Devices - BJT Amplifiers - Discussion
Discussion Forum : BJT Amplifiers - General Questions (Q.No. 52)
52.
Refer to this figure. Find the value of Rin(base).


Discussion:
8 comments Page 1 of 1.
Unknown said:
1 decade ago
How come 50k?
22K||5K = 4.07K?
Is there any other calculation?
22K||5K = 4.07K?
Is there any other calculation?
Mallikarjuna said:
1 decade ago
Yes its 4.07 k not 50 k.
Junayd said:
1 decade ago
If I am not taking it wrong then it is asked in question the resistance at base probably seeing resistance after the voltage divider circuit then it is almost 50k. Here it is how:
Rb = (beta)re x (beta+1)Re.
While re = 25mV/Ie and Ie after calculation is 6mA which will give re = 4.16 and putting all required values in above equation:
Rb = (100*4.16)*(101*0.5) = 50.916K.
Don't know if this is the thing which has been asked.
Rb = (beta)re x (beta+1)Re.
While re = 25mV/Ie and Ie after calculation is 6mA which will give re = 4.16 and putting all required values in above equation:
Rb = (100*4.16)*(101*0.5) = 50.916K.
Don't know if this is the thing which has been asked.
Srinu said:
10 years ago
@Junayd.
Your approach is correct, since he asked to find out the resistance seen back into the base of the transsistor.
Your approach is correct, since he asked to find out the resistance seen back into the base of the transsistor.
ANELE said:
8 years ago
50k is wrong because re=26mv/6mA=4.33=B*re=4.33*100=433.33.
Milton said:
8 years ago
What is the right answer?
David said:
7 years ago
@Anele.
50k is correct if youre comparing it with the prev. question where Rin(base) is asked, it was state there that a bypass capacitor was installed @Re thus cancelling it from the formula
Rin(base) = (BETA)re' + (1+BETA)Re.
Thus the answer was 400+ohms.
But in this case, no bypass capacitor was added therefore the Re was not cancelled.
Please correct me if I am wrong.
50k is correct if youre comparing it with the prev. question where Rin(base) is asked, it was state there that a bypass capacitor was installed @Re thus cancelling it from the formula
Rin(base) = (BETA)re' + (1+BETA)Re.
Thus the answer was 400+ohms.
But in this case, no bypass capacitor was added therefore the Re was not cancelled.
Please correct me if I am wrong.
Lamchek said:
6 years ago
Based on the figure it is a Common Collector Bias since emitter (output) and base (input). With that info Rin(base) = βac*(r'e + Re).
At r'e = 25mv / Ie where Ie can be solved that will be equal to 6mA. Therefore r'e = 4.16
Rin(base) = 100(4.16+500) = 50K ohms
At r'e = 25mv / Ie where Ie can be solved that will be equal to 6mA. Therefore r'e = 4.16
Rin(base) = 100(4.16+500) = 50K ohms
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