Fields and Consequences

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Last updated 10:57 AM on 2/14/26
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123 Terms

1
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What is a field?

An area in which an object experiences a non-contact force

2
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Are fields vectors or scalars?

Vectors

3
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How can fields be represented on diagrams? 

Field lines 

4
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How do field lines show the strength of a field? 

Closer lines represent a stronger field 

5
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When is a gravitational field formed?

During the interaction of masses

6
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When is an electric field formed?

During the interaction of charges

7
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Is gravity an attractive or repulsive force? 

Always attractive 

8
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State Newton’s law of gravitation.

The magnitude of the gravitational force between 2 masses is directly proportional to the product of the masses and inversely proportional to the square of the separation

9
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State the equation for gravitational force.

F = GMm/r²

10
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State the 2 types of gravitational field.

Uniform and Radial

11
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What is a uniform field? 

The same gravitational force is exerted on a mass anywhere in the field 

12
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What is a radial field?

The force exerted depends on the position of the mass in the field. As an object moves further away from the bigger mass M, the force on it decreases 

13
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What type of gravitational field is around the earth?

Radial, but can be assumed to be uniform close to the surface

14
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What is gravitational field strength?

The force per unit mass exerted by a gravitational field on an object

15
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How does gravitational field strength vary in different types of fields?

In a uniform field, the field strength is constant

In a radial field, the field strength decreases with distance from the object 

16
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State the formula for gravitational field strength in a uniform field.

g = F/m

17
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State the formula for gravitational field strength in a radial field.

g = GM/r²

18
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What is gravitational potential? 

The work done per unit mass against gravitational force to move an object from infinity to a given point

19
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What is the value of V at infinity?

0

20
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Why is gravitational potential always negative?

As an object is moved from infinity to a point, its GPE is reduced from 0

21
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What is gravitational potential difference?

The energy required to move a unit mass between 2 points

22
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State the equation for work done in a gravitational field. 

(delta)W = m x (delta)V

23
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What is an equipotential surface?

A line in a field where the the potential is constant along it

24
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What is the work done when moving along an equipotential surface? 

Zero 

25
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Where are equipotential lines compared to field lines?

Perpendicular to them

26
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Draw a graph to represent the relationship between V and r

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27
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How can g be calculated from a V against r graph?

Draw a tangent to the curve and calculate the gradient, then multiply by -1

28
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Draw a graph to represent the relationship between g and r.

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29
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How can potential difference be calculated from a g r graph?

The area under the curve

30
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State Kepler’s third law.

The square of the orbital period is directly proportional to the cube of the radius

31
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Derive Kepler’s third law. 

  1. mv²/r = GMm/r²

  2. v² = GM/r

  3. v = 2pi/r so v² = 4pi²r²/T²

  4. 4pi²r²/T² = GM/r

  5. T² = 4pi²/GM x r³

  6. 4pi²/GM is a constant, so T² = kr³

32
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How is the total energy of a satellite calculated?

kinetic energy + potential energy

33
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Why is the total energy of a satellite always constant. 

e.g if height is decreased, GPE will decrease, but KE will increase, maintaining the total energy

34
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Define escape velocity. 

The minimum velocity a body must travel at in order to escape the gravitational field at the surface of a mass

35
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When does escape velocity occur? 

When KE = GPE 

36
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State the equation for escape velocity.

v = (root)2GM/r 

37
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What quality of the moving body is its escape velocity independent of? 

Its mass 

38
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What is a synchronous orbit? 

An orbit that has a period the same as the rotational period of the object it is orbiting

39
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What is a geostationary satellite?

A satellite above the earth that has a period of 24hrs and always sits at the same point above the earth

40
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Where does a geostationary satellite orbit?

Directly above the equator

41
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Why are geostationary satellites used for and why? 

TV and telephone signals

They sit at the same point above earth, so you do not need to alter the plane of an aerial or a transmitter

42
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State the equation used to find the orbital radius of a geostationary satellite. 

r³ = GMT²/4pi²

43
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Why do low orbit satellites have a much smaller orbital period than higher ones?

They are much closer to the earth, so travel at a much greater speed

44
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What are low-orbit satellites useful for?

Monitoring the weather, making scientific observations and military applications

45
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State Coulomb’s law.

The magnitude of the force between 2 point charges in a vacuum is directly proportional to the product of their charges and inversely proportional to the square of the separation

46
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State the equation for force between 2 point charges.

F = 1/4piE0 x Q1Q2/r²

47
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State the value of E0.

8.85 × 10-12

48
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Where is charge assumed to act from in a charged sphere?

The centre

49
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How can the charges on the points be used to determine the nature of the force between them? 

If they have the same sign, the force is repulsive, and if the have different signs, it is attractive 

50
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Are electrostatic forces between subatomic particles greater or less than gravitational forces and why?

Greater, the charges of subatomic particles are very large compared to their masses

51
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What is the difference between the electrostatic and gravitational forces between 2 protons? 

Electrostatic force is 1.24×1036 x greater 

52
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What is electric field strength?

The force per unit charge experienced by an object in an electric field

53
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State the formulas for electric field strength in a uniform field.

E = F/Q or E = V/d

54
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State the formula for electric field strength in a radial field.

E = 1/4piE0 x Q/r²

55
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Electric field lines show the direction of the force acting on what type of charge?

Positive charge 

56
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What is the strength of a radial field dependent on?

The distance between the 2 charges

57
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State the formula for work done to move a charged particles between 2 charged plates? 

(delta)W = Q x (delta)V 

58
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How can charged plates be used to determine the charge on a particle?

Fire the particle in between the plates at right angles to the field and the particle will accelerate towards one of the plates in a parabolic shape depending on whether it is negatively or positively charged

59
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What is electric potential? 

The potential energy per unit charge of a positive point charge a that point in the field

60
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State the formula for electric potential in a radial field?

V = 1/4piE0 x Q/r

61
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What type of force corresponds to a positive potential?

A repulsive force

62
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How can the electric field strength be calculated from a V r graph?

Draw a tangent to the graph ( E = (delta)V / (delta)r )

63
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What is electric potential difference?

The energy needed to move a unit charge between 2 points

64
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State the equation for work done in an electric field.

(delta)W = Q x (delta)V

65
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How much work is done when a charge moves along an equipotential surface?

None

66
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How can potential difference be found from an E r graph?

Find the area underneath the curve

67
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What is induced when a current flows through a long, straight conductor?

A magnetic field

68
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What shape is the magnetic field formed around a current carrying wire?

Concentric circles

69
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What is a tesla?

A force of 1N acting on 1m of wire carrying 1A of current perpendicular to a magnetic field

70
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What force is exerted on a wire if it is parallel to the magnetic field?

0N

71
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Give the equation for the force on a current carrying wire perpendicular to the magnetic field.

F = BIL

72
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State which finger corresponds to which component in Fleming’s left hand rule.

1st = magnetic flux density / field

2nd = current (conventional)

thumb = force

73
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What direction does the magnetic field follow around a bar magnet?

North to south

74
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Give the equation for the force acting on a charged particle in a magnetic field.

F = BQv

75
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What needs to be changed about Fleming’s left hand rule when dealing with charged particles?

The direction of motion is reversed when considering a negative charge

76
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What direction is the force exerted on a charge particle?

Perpendicular to its motion

77
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Why do charged particles follow a circular path in a magnetic field?

The force acts perpendicular to the particle’s motion, providing a centripetal force for the particle

78
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Derive a formula for the radius of the circle travelled by a charged particle in a magnetic field.

F = mv²/r and F = BQv

mv²/r = BQv

Rearrange

r = mv/BQ

79
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Give some uses of cyclotrons.

Producing ion beams for radiotherapy

Radioactive tracers

80
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What is a cyclotron?

2 semi-circular electrodes (dees) with a uniform magnetic field acting perpendicular to the plane of the electrodes, and a high frequency alternating voltage between them

81
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Describe the motion of a particle within a particle accelerator.

Particles move from the centre of one electrode in a circular path (due to the magnetic field) until it reaches the gap between the electrodes

They are the accelerated across by the alternating electric field, increasing the radius of their path

82
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Define magnetic flux.

The magnetic field lines passing through a given area

83
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How is magnetic flux calculated when the area is perpendicular to the field?

magnetic flux = BA

84
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How is magnetic flux calculated when the area is at an angle to the field?

magnetic flux = BAcosX

85
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Which angle is measured when calculating magnetic flux?

The angle between the normal and the field lines

86
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What is the unit for magnetic flux?

Wb

87
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What is the magnetic flux in a coil parallel to the field lines?

0Wb

88
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Define magnetic flux linkage.

Magnetic flux multiplied by the number of turns in the coil

89
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Give the equation for magnetic flux linkage perpendicular to the field?

magnetic flux linkage = BAN

90
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Give the equation for magnetic flux linkage at an angle to the field?

magnetic flux linkage = BANcosX

91
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What happens when a conducting rod moves relative to a magnetic field?

The electrons in the rod will experience a force and build up on one side of the rod, causing an emf to be induced

92
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How is a current induced from electromagnetic induction?

If a bar magnetic moves relative to a coil of wire that is connected to a complete circuit

93
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State Faraday’s Law.

The magnitude of induced emf is equal to the rate of change of flux linkage

94
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State Lenz’s Law.

The direction of induced emf opposed the change in magnetic flux that produces it

95
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Describe the motion of a bar magnet falling through a coil of wire?

  1. As the magnet approaches the coil, there is a change of flux through it, so an emf is induced

  2. Due to Lenz’s law, the direction of the current opposes the motion of the magnet (the same pole as that in the approaching end of the magnet is induced in the coil to repel it)

  3. The magnet slows due to EM repulsion

  4. As it leaves the coil, there is a change in flux so an emf is induced, this time in the opposite direction (the opposite pole is induced as the end of the magnet leaving the coil to attract it back in), so the magnet slows again

96
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For a magnet in free-fall through a coil, at which point is the induced emf the greatest?

At the bottom, as the speed is greater so the change in time is less

97
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State the equation for Faraday’s law.

emf = N x (change in flux/change in time)

98
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How does the equation for emf change based on lenz’s law.

The emf becomes negative

99
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State an equation for emf using length, speed and flux density.

emf = Blv

100
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How can emf be calculated for a coil rotating at a constant frequency in a magnetic field.

emf = BANwsin(wt)