7.5 Magnetic fields Flashcards

1
Q

What is a magnetic field?

A

A region surrounding a magnet or current carrying wire that will exert a force on any other magnet or current carrying wire or moving charge placed within it.

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2
Q

What is the direction magnetic field lines around a magnet?

A

From north to south.

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3
Q

Wha is the right hand rule?

A

Magnetic field around a current (or vice-versa)

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4
Q

What is Fleming’s left hand rule?

(aka motor rule)

A
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5
Q

What is the equation for force on a wire perpendicular to a magnetic field?

A
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6
Q

What do the letters represent in this equation?

A
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7
Q

What is the force on a wire parallel to a magnetic field?

A

0

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8
Q

What is the force on a wire at an angle theta to a magnetic field?

A
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9
Q

What is magnetic flux density a measure of?

A

How tightly packed magnetic field lines are together or the strength of the field.

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10
Q

Define the Tesla.

A

1 Tesla is equal to 1 Newton per Amp per Metre.

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11
Q

What direction does force act on a charged particle as it moves through a magnetic field?

A

Perpendicular to the field and direction of motion.

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12
Q

What is the difference between a postive charge moving and a negative charge moving through a magnetic field?

A

The magnetic forces act in opposite directions.

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13
Q

What is the equation for force on a moving charged particle?

A
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14
Q

What do the letters represent in this equation?

A
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15
Q

If a charged particle is moving with constant speed through a magnetic field, what type of path does it take?

A

Circular.

(Hence can equate magnetic force with centripetal)

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16
Q

What is the equation for the radius of a charged particle moving through a magnetic field?

A
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17
Q

What do the letters represent in this equation?

A
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18
Q

Define magnetic flux.

A

The measure of magentic field that passes through a given perpendicular area.

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19
Q

What is the equation for magnetic flux?

A
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20
Q

What do the letters represent in this equation?

A
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21
Q

Define magnetic flux linkage.

A

The measure of magentic field that passes through a given perpendicular area enclosed by a coil of wire.

(aka number of turns of wire cutting the flux at one time)

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22
Q

What is the equation for magnetic flux linkage when the coil is perpendicular to the magnetic field?

A
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23
Q

What do the letters represent in this equation?

A
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24
Q

What is the equation for magnetic flux linkage when the coil is parallel to the magnetic field?

A

0

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25
Q

What is the equation for magnetic flux linkage if the normal of the coil is at an angle theta to the magnetic field?

26
Q

What is Faraday’s law?

A

The induced emf is directly proportional to the rate of change of flux linkage.

27
Q

What is the equation for Faraday’s law?

28
Q

What do the letters represent in this equation?

29
Q

What is the equation for the magnitude of induced emf?

30
Q

What is the equation for induced emf in a conductor moving through a magnetic field?

31
Q

What do the letters represent in this equation?

32
Q

What is Lenz’s law?

A

Induced emf/current is always in such a direction as to oppose the change that induced it.

(hence the negative sign in Faraday’s law)

33
Q

What is the explaination for Lenz’s law?

A

Energy is never created or destroyed. Induced emf/current could never be in a direction to help the change that causes it; that would mean producing electrical energy from nowhere.

34
Q

What is the equation for induced emf for a rotating coil in a magnetic field?

35
Q

What do the letters represent in this equation?

36
Q

What is the gradient of a flux linkage vs time graph?

A

Induced emf.

37
Q

What is the area of an induced emf vs time graph?

A

Flux linkage.

38
Q

What is alternating current?

A

An electric current that reverses direction with constant frequency

(aka sinusoidal)

39
Q

What is the frequency of an alternating current?

A

Number of cycles it passes through each second.

40
Q

What is peak voltage?

A

Distance from the equilibrium to the highest (or lowest) point.

(Same goes for peak current)

41
Q

What is peak-to-peak voltage?

A

Distance from lowest point to highest point.

(Same goes for peak-to-peak current)

42
Q

What is rms voltage?

A

The average of all the squares of the possible voltages.

(Same goes for rms current)

43
Q

What are the equations for rms voltage and rms current?

44
Q

What do the letters represent in this equation?

45
Q

What is a transformer’s function?

A

Steps up (or down) an alternating current.

46
Q

What are the components of a transformer?

A

A primary coil and a secondary coil, both wound around a soft iron core.

47
Q

How does a transformer work?

A
  • AC in primary coil induces alternating magnetic field in core
  • Alternating magentic field passes through secondary coil
  • Resulting in changining flux linkage and inducing AC in the secondary coil
48
Q

What is the transformer equation?

49
Q

What do the letters represent in this equation?

50
Q

What is a step-up transformer?

A

A transformer where the secondary coil has more turns than the primary coil.

51
Q

What is a step-down transformer?

A

A transformer where the secondary coil has fewer turns than the primary coil.

52
Q

What is the equation for transformer efficiency?

53
Q

What do the letters represent in this equation?

54
Q

What 4 things can reduce a transformer’s efficiency?

A
  1. Eddy currents
  2. Coil resistance
  3. Escaping flux
  4. Ease of magnetisation and demagnetisation
55
Q

How would you reduce the inefficiency of coil resistance?

A

Use thicker wires with low resistance.

56
Q

How would you reduce the inefficiency of escaping flux?

A

Designing the core such that the two coils are as close as possible.

57
Q

How would you reduce the inefficiency of magnetisation and demagnetisation?

A

Using soft iron for the core, to reduce the energy needed to magnetise and demagnetise

(here ‘soft’ mean magnetically soft)

58
Q

What are eddy currents?

A

Small currents induced in the core by the changing magnetic field.

59
Q

Why do eddy currents cause inefficiency?

A

Due to Lenz’s law, eddy currents create magnetic fields that oppose the changing magnetic field that induced them in the first place. This causes heating in the core.

60
Q

How would you reduce the inefficiency of eddy currents?

A

Laminating the core with insulating material, reducing the the size of the eddy currents and hence the magnetic field strength they create.