Analog electronics circuits miscellaneous
- Three identical single tuned amplifiers are connected in cascade. The 3 dB bandwidth of each amplifier is 100 kHz. The overall 3 dB bandwidth will be approximately:
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Given n = 3
fH = 100 kHz
fH* = 3 dB
bandwidth of 3-cascaded stage and is given by the relation
fH* = fH √22 – 1 kHz
= 100 √23 – 1 kHz
= 100 √1.2570 – 1 kHz
≈ 100 × .5 kHz
≈ 50 kHzCorrect Option: C
Given n = 3
fH = 100 kHz
fH* = 3 dB
bandwidth of 3-cascaded stage and is given by the relation
fH* = fH √22 – 1 kHz
= 100 √23 – 1 kHz
= 100 √1.2570 – 1 kHz
≈ 100 × .5 kHz
≈ 50 kHz
- The configuration of a cascade amplifier is:
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NA
Correct Option: B
NA
- If the input to the circuit given below is a sine wave the output will be a:
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Since the given circuit arrangement represent open loop system, so the output will be ± Vsat, which resembles a square wave.
Correct Option: D
Since the given circuit arrangement represent open loop system, so the output will be ± Vsat, which resembles a square wave.
- The op-amp of figure has a very poor open loop voltage gain of 45 but is otherwise ideal.
The gain of the amplifier equals:
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A closed loop gain,
ACL = V0 = AOL Vi 1 + AOL
where, AOL = 45 (given)β = 2k (from given figure) 2k + 8k
or β = 0.2Now, ACL = 45 1 + 45 × ·2 = 45 = 4.5 10
Correct Option: D
A closed loop gain,
ACL = V0 = AOL Vi 1 + AOL
where, AOL = 45 (given)β = 2k (from given figure) 2k + 8k
or β = 0.2Now, ACL = 45 1 + 45 × ·2 = 45 = 4.5 10
- For the op-amp circuit shown below the voltage gain Aν = ν0/νi is:
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Apply KCL at node A
VA – VC + VA + VA – VB = 0 ............(i) R R R
KCL at node BVB – VA + VB – V0 + VB = 0 ............(ii) R R R
KCL at node CVC – Vi + VC – VA = 0 .............(iii) R R
on putting VC = 0 (due to virtual ground) and eliminating VA and VB from equation (i), (ii) and (iii)V0 = – 8 Vi
Correct Option: A
Apply KCL at node A
VA – VC + VA + VA – VB = 0 ............(i) R R R
KCL at node BVB – VA + VB – V0 + VB = 0 ............(ii) R R R
KCL at node CVC – Vi + VC – VA = 0 .............(iii) R R
on putting VC = 0 (due to virtual ground) and eliminating VA and VB from equation (i), (ii) and (iii)V0 = – 8 Vi