AC circuits Flashcards

1
Q

In a parallel ac circuit with XL and
XC,

A

IL and IC are 180 out of phase.

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2
Q

What is the term for the out-of-phase
power associated with inductors and
capacitors?

A

Reactive power.

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3
Q

In an AC circuit, if the voltage and
current are in phase, the circuit is

A

resistive

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4
Q

For a capacitor in a sine-wave ac
circuit,

A

Vc lags ic by 90
ic leads Vc by 90
ic and Vc have the samefrequency.

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5
Q

Calculate the r.m.s. value of a
sinusoidal current of maximum value
20A.

A

14.14 A
Solution:
rms value 20A(0.707)
rms value 14.14 A Ans.

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6
Q

An alternating voltage is given by
v=75 sin (200πt −0.25) volts. Find
the phase angle (in degrees and
minutes)

A

14.32 (lagging)

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7
Q

In a parallel RL circuit,

A

IL lags IR by 90.

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7
Q

Calculate the current taken by a 10
F capacitor when connected to a
200 V, 100 Hz supply.

A

. 1.257 A

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8
Q

What is the power factor (PF) of a
purely resistive ac circuit?

A

1

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9
Q

A resistive and a capacitive load of
equal magnitude is connected in
series, determine the phase difference
between the voltage and the current.

A

current leads the voltage by 45°

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9
Q

For an inductor in a sine-wave ac
circuit,

A

VL leads iL by 90.

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10
Q

What will happen when the power
factor of a circuit is increased?

A

Active power increases

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11
Q

Calculate the capacitive reactance of a
capacitor of 20 μF when connected to
an a.c. circuit of frequency 20 Hz

A

397.9 ohms

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11
Q

The impedance in the study of
electronics is represented by resistance and ________.

A

reactance

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11
Q

In a series RLC circuit,

A

XL and XC are 180 out of phase.

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11
Q

A resistive and a capacitive load of
equal magnitude is connected in
series, determine the phase difference
between the voltage and the current.

A

current leads the voltage by 45°

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12
Q

In a series RC circuit,

A

Vc lags Vr by 90

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12
Q

An e.m.f. of 200 V at a frequency of
2 kHz is applied to a coil of pure
inductance 50 mH. Determine the
reactance of the coil and the current
flowing in the coil.

A

628 Ω; 0.318 A

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13
Q

If a circuit has an admittance of Y =
0.2 + j0.6, the circuit is

A

capacitive

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14
Q

What is the significance of
connecting loads in parallel?

A

It allows independent
operations of loads

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14
Q

What is the term used to identify an
AC voltage that would cause the
same heating in a resistor as a
corresponding value of DC voltage?

A

Root mean square (RMS).

15
Q

When the frequency of the applied
voltage increases in a series RC
circuit,

A

ZT decreases.

16
Q

In an ac circuit with only series
capacitors,

A

V 97.39sin 300 t 0.620 V

16
Q

The voltages across three
components in a series circuit when
connected across an a.c. supply are:

A

Apparent power.

16
Q

The product of the readings of an AC
voltmeter and AC ammeter is called:

A

150 – j100

16
Q

A resistor of 150 Ω, a coil with
reactance 100 Ω and a capacitor with
reactance - 200 Ω are connected in
series. What is the complex
impedance R + jX?

A

VT lags IT by 90.

16
Q

A value of –j500 represents

A

500  of capacitive reactance

17
Q

.Inductive reactance, XL,

A

applies only to sine waves.

18
Q

Susceptance, B, is the

A

reciprocal of reactance.

19
Q

When the frequency of the applied
voltage decreases in a parallel RL
circuit,

19
Q

What is the total impedance of a
series AC circuit having a resistance
of 6 ohms, an inductive reactance of
17 ohms, and zero capacitive
reactance?

A

. ZEQ decreases.

19
Q

An impedance draws a current i = 10
cos (ωt – 30degree) from a voltage, v =
220 sin (ωt + 30degree). What is the
impedance?

A

19.1 – j11.1

19
Q

In a parallel RC circuit

A

IC leads IR by 90.

20
Q

If a circuit has an admittance of Y =
0.5- j0.9, the circuit is

20
Q

A coil, resistor and capacitor are in
parallel. The resistance is 1 Ω; the
capacitive susceptance is 1.0
siemens; the inductive susceptance is
- 1.0 siemens. Then the frequency is
cut to half its former value. What will
be the admittance vector, G + jB, at
the new frequency?

A

1 – j1.5

21
Q

A branch current of +j250 mA
represents

A

250 mA of capacitive current.

21
Q

What happens to reactive power in a
circuit that has both inductors and
capacitors?

A

15.92 µF; 0.25 A

22
Q

A capacitor has a capacitive
reactance of 400  when connected
to a 100 V, 25 Hz supply. Determine
its capacitance and the current taken
from the supply.

A

It alternates between magnetic
and electric fields and is not
dissipated.

23
Q

How do you compute true power
(power dissipated in the circuit) in a
circuit where AC voltage and current
are out of phase?

A

Multiply apparent power times
the power factor.

24
Q

In a parallel RC circuit,

A

VA and IR are in phase.

25
Q

An alternating voltage given by v =
100 sin 240t volts is applied across a
coil of resistance 32  and
inductance 100 mH. Determine the
circuit impedance.

26
Q

What is a sine wave?

A

A wave whose amplitude at
any given instant can be
represented by the projection of
a point on a wheel rotating at
a uniform speed.

27
Q

A 120 mH inductor has a 50 mA, 1
kHz alternating current flowing through it. Find the p.d. across the inductor

28
Q

What type of wave is characterized
by a rise time significantly faster than
the fall time (or vice versa)?

A

Sawtooth wave.

29
Q

What type of wave is made up of sine
waves of the fundamental frequency
and all the odd harmonics?

29
Q

When the frequency of the applied
voltage increases in a parallel RC
circuit,

A

the phase angel, θ, increases.
ZEQ increases.
ZEQ decreases.

29
Q

How many degrees are there in one
complete sine wave cycle?

A

360 degrees.

29
Q

In a series RC circuit,

A

VR and I are in phase.

30
Q

What is the description of a square
wave?

A

A wave that abruptly changes
back and forth that abruptly
changes back and forth
between two voltage levels and
stays at these levels for equal
amounts of time.

31
Q

What type of wave is made up of sine
waves at the fundamental frequency
and all the harmonics?

A

Sawtooth wave.