Electric circuits miscellaneous
- The voltage VC1, VC2 and VC3 across the capacitors in the circuit in the given figure, under steady state are respectively
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In steady state, capacitors are open and inductances are short.
For VC1VC1 = 100 × 40 = 80 V 50
For VC2 and VC3VC2 = 80 × C3 C2 + C3 = 80 × 3 = 48 V 5 VC3 = 80 × C2 C2 + C3
= 16 × 2 = 32 V
Correct Option: B
In steady state, capacitors are open and inductances are short.
For VC1VC1 = 100 × 40 = 80 V 50
For VC2 and VC3VC2 = 80 × C3 C2 + C3 = 80 × 3 = 48 V 5 VC3 = 80 × C2 C2 + C3
= 16 × 2 = 32 V
- When the angular frequency ω in the given figure is varied from 0 to ∞ , the locus of the current phasor I2 is given by
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I2(ω) = Em cosωt R2 + 1 jωC At ω = ∞ , I2ω = Em R2
Also, I2 is leading with voltage phasor.
At ω = 0, I2 (0) = 0
Thus desired locus should be as shown.Correct Option: A
I2(ω) = Em cosωt R2 + 1 jωC At ω = ∞ , I2ω = Em R2
Also, I2 is leading with voltage phasor.
At ω = 0, I2 (0) = 0
Thus desired locus should be as shown.
- The circuit shown in the given figure in resonates at
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Input impedance of the circuit,
Z = 10 + 1 || 4jω + 1 jω jω = 10 + [1 - 4ω2] jω[2 - 4ω2] Correct Option: B
Input impedance of the circuit,
Z = 10 + 1 || 4jω + 1 jω jω = 10 + [1 - 4ω2] jω[2 - 4ω2]
- For the circuit show in the (given figure) i(t) under steady state is
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d.c. voltage 5V would encounter an open circuit in the capacitor and hence the current is 0.
For a.c , i(t) = 10 sin t 1 + j2 + 1 j = 10 sin t = 10 sin (t - 45°) 1 + j √2
= 7.07 sin (t – 45°)
Correct Option: D
d.c. voltage 5V would encounter an open circuit in the capacitor and hence the current is 0.
For a.c , i(t) = 10 sin t 1 + j2 + 1 j = 10 sin t = 10 sin (t - 45°) 1 + j √2
= 7.07 sin (t – 45°)
- Switch S in the given figure is closed at t = 0. If v2 (0) = 10 V and vg (0) = 0 V respectively, voltage across the capacitors in steady state will be
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NA
Correct Option: D
NA