Analog electronics circuits miscellaneous
- An amplifier has a gain of 1000 ± 10. Negative feedback is provided such that the gain variation is within 0.1%. Then the amount of feedback βf is:
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Given that A = 1000 ± 10
dA = 10 = 1 = 0.01 A 1000 100 dAf = 0.1% = .1 = 0.001 Af 100
Now, from relationdAf = 1 x dA dA (1 + Aβ) A 0.001 = 1 × 0.01 (1 + 1000 β)
or 1 + 1000 β = 10
or 1000 β = 9or β = 9 1000
Hence alternative (D) is the correct choice.Correct Option: D
Given that A = 1000 ± 10
dA = 10 = 1 = 0.01 A 1000 100 dAf = 0.1% = .1 = 0.001 Af 100
Now, from relationdAf = 1 x dA dA (1 + Aβ) A 0.001 = 1 × 0.01 (1 + 1000 β)
or 1 + 1000 β = 10
or 1000 β = 9or β = 9 1000
Hence alternative (D) is the correct choice.
- The high frequency response of an amplifier is given by
A = A0 1 + j ω ω2
where A0 = 1000 and ω2 = 104. Negative feedback with β = 9/1000 is now given. The value of ω2 now is:
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From given high frequency response
A = A0 1 + j ω ω2
where, ω2 is the higher cut-off frequency.
and due to negative feedback ω2 increases, so the new,
ω2* = ω2 (1 + Aβ)= 104 1 + 1000 × 9 = 104. 10 = 105 1000
Hence alternative (C) is the correct choice.Correct Option: C
From given high frequency response
A = A0 1 + j ω ω2
where, ω2 is the higher cut-off frequency.
and due to negative feedback ω2 increases, so the new,
ω2* = ω2 (1 + Aβ)= 104 1 + 1000 × 9 = 104. 10 = 105 1000
Hence alternative (C) is the correct choice.
- An amplifier with mid band gain A = 500 has negative feedback applied of value β = 1/100. Given the upper cut off frequency without feedback was 60 kHz. With feedback it becomes:
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Given that
β = 1 100
A = 500
fH = 60 kHz
After feedback. New upper cut-off frequency increases as bandwidth increases after feedback.
fH* = fH (1 + Aβ)
= 60 1 + 500 = 60 × 6 = 360 kHz 100 Correct Option: D
Given that
β = 1 100
A = 500
fH = 60 kHz
After feedback. New upper cut-off frequency increases as bandwidth increases after feedback.
fH* = fH (1 + Aβ)
= 60 1 + 500 = 60 × 6 = 360 kHz 100
- The amount of feedback applied to an amplifier reduces the gain by a factor of 10. The bandwidth:
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Since the product of gain and bandwidth remains constant. Therefore if gain reduces by factor of 10, then surely bandwidth will increase by a factor of 10.
Correct Option: B
Since the product of gain and bandwidth remains constant. Therefore if gain reduces by factor of 10, then surely bandwidth will increase by a factor of 10.
- The feedback amplifier shown in figure has:
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Here the output current is feedback in the node. Hence the type of feedback is current-shunt.
Correct Option: D
Here the output current is feedback in the node. Hence the type of feedback is current-shunt.