Electromagnetic induction Flashcards

1
Q

What is electromagnetic induction?

A

When an e.m.f is induced in a closed circuit conductor due to it moving through a magnetic field.

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2
Q

Give examples of conductors that can exhibit electromagnetic induction.

A

A flat coil or a solenoid.

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3
Q

When does electromagnetic induction occur?

A

When a conductor cuts through magnetic field lines.

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4
Q

What determines the amount of e.m.f induced?

A

The magnetic flux.

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5
Q

What is magnetic flux?

A

The total magnetic field that passes through a given area.

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6
Q

When is magnetic flux a maximum?

A

When magnetic field lines are perpendicular to the plane of the area.

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7
Q

When is magnetic flux zero?

A

When magnetic field lines are parallel to the plane of the area.

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8
Q

Define magnetic flux.

A

Product of magnetic flux density and the cross-sectional area perpendicular to the direction of the magnetic flux density.

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9
Q

What is the symbol for magnetic flux?

A

Φ (phi).

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10
Q

What is the unit for magnetic flux?

A

Weber (Wb).

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11
Q

State the equation for magnetic flux.

A

Φ = B × A

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12
Q

What do the variables in Φ = B × A represent?

A

Φ = magnetic flux (Wb), B = magnetic flux density (T), A = area (m²).

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13
Q

Draw and explain the graph of magnetic flux vs angle for a rotating window.

A

It is provided in the document.

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14
Q

What is magnetic flux linkage?

A

The product of the magnetic flux and the number of turns of the coil.

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15
Q

State the equation for magnetic flux linkage.

A

Flux linkage = ΦN = BAN

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16
Q

What are the units of magnetic flux linkage?

A

Weber-turns (Wb turns).

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17
Q

State the equation for flux through a rotating rectangular coil.

A

Φ = B × A × cos(θ)

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18
Q

What do the variables in Φ = B × A × cos(θ) represent?

A

θ = angle between magnetic field and the normal to the area.

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19
Q

When is magnetic flux maximum in a rotating coil?

A

When θ = 0°, i.e., field is perpendicular to the plane.

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20
Q

When is magnetic flux zero in a rotating coil?

A

When θ = 90°, i.e., field is parallel to the plane.

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21
Q

What causes an induced e.m.f in a circuit?

A

A changing magnetic flux linkage.

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22
Q

State the modified flux linkage equation for rotating coil with N turns.

A

ΦN = BAN cos(θ)

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23
Q

Define electromagnetic induction in principle.

A

Process in which an e.m.f is induced due to changes in magnetic flux.

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24
Q

State two ways electromagnetic induction occurs.

A

1) Conductor cuts through magnetic field. 2) Direction of magnetic field through coil changes.

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25
Q

List uses of electromagnetic induction.

A

Generators and transformers.

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26
Q

Describe the setup for moving magnet through a coil to induce e.m.f.

A

A bar magnet moved through a coil connected to a voltmeter.

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27
Q

State the effect of increasing speed of the magnet.

A

Increases the magnitude of the induced e.m.f.

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28
Q

Draw and explain the graph of e.m.f vs time when moving magnet through coil.

A

It is provided in the document.

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29
Q

Describe what happens when moving a wire through a magnetic field.

A

An e.m.f is induced if it cuts through field lines.

30
Q

State factors that increase induced e.m.f in a wire.

A

Increase length, speed, or magnetic field strength.

31
Q

State Faraday’s Law.

A

Induced e.m.f is proportional to the rate of change of magnetic flux linkage.

32
Q

State Lenz’s Law.

A

Induced e.m.f opposes the change causing it.

33
Q

Give the equation for Faraday’s Law.

A

ε = -N × ΔΦ / Δt

34
Q

What do the variables in Faraday’s law equation represent?

A

ε = induced e.m.f (V), N = number of turns, ΔΦ = change in flux (Wb), Δt = time (s).

35
Q

State the e.m.f equation for a straight conductor moving through a magnetic field.

A

ε = B × L × v

36
Q

What variables are used in ε = B × L × v?

A

B = magnetic flux density (T), L = length (m), v = velocity (m/s).

37
Q

State the flux linkage equation for a rotating coil using angular velocity.

A

NΦ = BAN cos(ωt)

38
Q

State the e.m.f equation using angular velocity.

A

ε = BANω sin(ωt)

39
Q

What does ω represent?

A

Angular speed (rad/s).

40
Q

What is the phase difference between flux linkage and induced e.m.f in a rotating coil?

A

They are 90° out of phase.

41
Q

Draw and explain the sinusoidal graph of e.m.f and flux linkage.

A

It is provided in the document.

42
Q

What is an alternating current (a.c)?

A

A current which periodically varies between a positive to a negative value with time.

43
Q

What does it mean that the direction of an alternating current varies every half cycle?

A

It means the direction of flow of current changes after every half cycle.

44
Q

Describe the variation of current or p.d. with time for a.c.

A

It can be described as a sine curve (sinusoidal).

45
Q

What motion do electrons undergo in a wire carrying a.c?

A

They move back and forth with simple harmonic motion.

46
Q

State the relationship between time period T and frequency f for a.c.

47
Q

Define peak current (I0) or peak voltage (V0).

A

The maximum value of the alternating current or voltage.

48
Q

How can peak current or voltage be determined?

A

From the amplitude of a current-time or voltage-time graph.

49
Q

How is peak voltage V0 calculated from peak-to-peak voltage?

A

V0 = peak-to-peak voltage ÷ 2

50
Q

Draw and explain a graph of alternating current against time showing the time period, peak current and peak-to-peak current.

A

It is provided in the document.

51
Q

Define rms current (Irms).

A

The square root of the mean of the squares of all the values of the current in one cycle, or the equivalent direct current that produces the same power.

52
Q

State the equation for rms current.

A

Irms = I0 / √2

53
Q

Define rms voltage (Vrms).

A

The square root of the mean of the squares of all the values of the voltage in one cycle, or the equivalent dc voltage that produces the same power.

54
Q

State the equation for rms voltage.

A

Vrms = V0 / √2

55
Q

What is the relationship between rms and peak values?

A

Rms value is approximately 0.707 × the peak value.

56
Q

What is the average power of a supply?

A

Average power = Irms × Vrms

57
Q

Explain why mains electricity is supplied as a.c.

A

Because it allows the use of transformers to reduce energy losses in transmission.

58
Q

What is the UK mains electricity specification?

A

230 V at 50 Hz (rms value).

59
Q

Which devices use mains a.c. directly?

A

Lamps, heaters, cookers, and devices with large electric motors.

60
Q

Which devices convert a.c. to d.c. using transformers?

A

Televisions, computers, games consoles.

61
Q

What is a Cathode-Ray Oscilloscope (CRO) used for?

A

To display, measure and analyse waveforms of electrical circuits.

62
Q

Draw and explain a diagram of an oscilloscope showing wavelength and time-base setting.

A

It is provided in the document.

63
Q

What do the x-axis and y-axis represent on a CRO?

A

X-axis: time, Y-axis: voltage (y-gain).

64
Q

State the formula to calculate frequency from time period.

65
Q

What is the transformer equation?

A

Vs / Vp = Ns / Np

66
Q

What is the ideal transformer power equation?

A

Ip × Vp = Is × Vs

67
Q

What is the efficiency formula for a transformer?

A

Efficiency = Power out / Power in

68
Q

How can eddy currents be reduced?

A

By laminating the core with insulated layers.

69
Q

What causes inefficiencies in transformers?

A

Resistance in wires, eddy currents, magnetic hysteresis, poor insulation.

70
Q

How can energy loss be reduced in transformers?

A

Laminated cores, thick wires, soft iron, linking all magnetic flux.

71
Q

What equation is used for power loss in transmission lines?

72
Q

Explain how step-up and step-down transformers reduce energy loss.

A

Step-up increases voltage and decreases current, reducing heat loss; step-down adjusts voltage for home use.