Analog circuits miscellaneous
- In the circuit shown in the figure, if CMRR of the OP-AMP is 60dB, then magnitude of the v0 is
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υ_ = (2) R = 1 V , υd = 0 2R VCM = υ+ + υ_ = 1 2 υ0 = RF VCM 1 CMRR
Here, CMRR = 60 dB = 103∴ υ0 = 100 1 = 100 mV 1 103 Correct Option: C
υ_ = (2) R = 1 V , υd = 0 2R VCM = υ+ + υ_ = 1 2 υ0 = RF VCM 1 CMRR
Here, CMRR = 60 dB = 103∴ υ0 = 100 1 = 100 mV 1 103
- Out put of the OPAMP shown below will be (assuming it to be ideal)
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NA
Correct Option: D
NA
- A circuit using an OPAMP shown below, has
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If = Vi - Vo ≈ - Vo = βVo β = - 1 Rf Rf Rf
As feedback current is proportional to output voltage, it is a voltage-shunt feedback amplifier.Correct Option: B
If = Vi - Vo ≈ - Vo = βVo β = - 1 Rf Rf Rf
As feedback current is proportional to output voltage, it is a voltage-shunt feedback amplifier.
- Output voltage of an OP-AMP for input voltage of Vi1 = 150 μV, Vi22 = 140 μV if amplifier has a differential gain of Ad = 4000 and value of CMRR is 100, is
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V0 = Ad Vd 1 + 1 Vc CMRR Vd = (400) (10 V) 1 + 1 145 μ V = 45.8 mV 100 10 μ V
Correct Option: A
V0 = Ad Vd 1 + 1 Vc CMRR Vd = (400) (10 V) 1 + 1 145 μ V = 45.8 mV 100 10 μ V
- For the circuit shown in the given figure, assuming ideal diodes, output waveform V0 will be
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Voltage at OP-AMP output
V1 = – 1– 5 sin ωtAt ωt = π , V0 = -6 volts 2 At ωt = 3π , V0 = 4 volts 2
During ‘– ’ ve cycl e of t he waveform, when VI <– 2V, diode D2 conducts and V0 = – 2V
During ‘+’ ve cycle, when V1 > 2V, D1 conducts and V0 = 2V.Correct Option: D
Voltage at OP-AMP output
V1 = – 1– 5 sin ωtAt ωt = π , V0 = -6 volts 2 At ωt = 3π , V0 = 4 volts 2
During ‘– ’ ve cycl e of t he waveform, when VI <– 2V, diode D2 conducts and V0 = – 2V
During ‘+’ ve cycle, when V1 > 2V, D1 conducts and V0 = 2V.