Physics - Electrostatics Magnetism Flashcards

1
Q

What does Coulomb’s law quantify?

A

The magnitude of the electrostatic force between two charges

Coulomb’s law is fundamental in electrostatics, describing how charged objects interact.

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2
Q

What is the formula for Coulomb’s law?

A

Fe = k * (q1 * q2) / r^2

Here, Fe is the magnitude of the electrostatic force, k is Coulomb’s constant, q1 and q2 are the charges, and r is the distance between charges.

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3
Q

What does ‘k’ represent in Coulomb’s law?

A

Coulomb’s constant

Coulomb’s constant varies based on the units used in the equation.

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4
Q

What is the value of Coulomb’s constant in SI units?

A

k = 8.99 × 10^9 N.m²/C²

This value is derived from the permittivity of free space.

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5
Q

What is the permittivity of free space?

A

8.85 x 10^-12 C²/(N·m²)

This constant is crucial in the calculation of electrostatic forces.

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6
Q

What happens when two unlike charges interact according to Coulomb’s law?

A

They attract each other

This attraction is a fundamental principle in electrostatics.

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7
Q

What happens when two like charges interact according to Coulomb’s law?

A

They repel each other

This repulsion is also a fundamental principle in electrostatics.

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8
Q

In which direction does the electrostatic force act?

A

Along the line connecting the centers of the two charges

The direction of the force is determined by the nature of the charges involved.

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9
Q

Fill in the blank: The electrostatic force Fe is proportional to the product of the magnitudes of the two charges and inversely proportional to the square of the distance between them, expressed as Fe = k * (_______) / r^2.

A

q1 * q2

This relationship is key to understanding how electrostatic forces operate.

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10
Q

What is an electric field?

A

A surrounding field created by every electric charge that exerts forces on other charges.

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11
Q

What determines whether the force in an electric field is attractive or repulsive?

A

The relationship between the stationary test charge q and the stationary source charge Q: opposite charges are attractive, like charges are repulsive.

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12
Q

What are electric fields produced by?

A

Source charges (Q).

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13
Q

What happens when a test charge (q) is placed in an electric field (E)?

A

It experiences an electrostatic force (F_e) equal to qE.

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14
Q

How can the magnitude of an electric field be calculated?

A

Using the equation E = Fe/q = KQ/r^2

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15
Q

Fill in the blank: Electric fields exert forces on other charges that move into the _______.

A

space of the field.

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16
Q

True or False: Electric fields can only exert attractive forces.

A

False.

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17
Q

What is the electrostatic force experienced by a test charge in an electric field?

A

F_e = qE.

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18
Q

What is the relationship between source charges and electric fields?

A

Source charges produce electric fields.

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19
Q

What is potential energy?

A

Stored energy that can be used to do something or make something happen.

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20
Q

Name three types of potential energy.

A
  • Gravitational potential energy
  • Elastic potential energy
  • Chemical potential energy
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21
Q

What is a fourth form of potential energy?

A

Electric potential energy.

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22
Q

Electric potential energy is dependent on what?

A

The relative position of one charge with respect to another charge or to a collection of charges.

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23
Q

What is the equation for electric potential energy?

A

U = kqQ/r

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24
Q

What is electric potential defined as?

A

The ratio of the magnitude of a charge’s electric potential energy to the magnitude of the charge itself.

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25
Q

How is electric potential expressed mathematically?

A

V = U/q

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26
Q

What is the unit of electric potential?

A

Volts (V)

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27
Q

What is the relationship between electric potential energy (U) and electric potential (V)?

A

U = kqQ/r, where k is a constant and Q is the source charge

V=kQ/r where v doesn’t have two charges

U = qV overall

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28
Q

How can electric potential at a point in space be calculated without a test charge?

A

By knowing the magnitude of the source charge and the distance from the source charge to the point in space.

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29
Q

What is the equation for electric potential in terms of the source charge?

A

V = kQ/r

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30
Q

Is electric potential a scalar or vector quantity?

A

Scalar quantity.

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31
Q

What determines the sign of electric potential?

A

The sign of the source charge Q.

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32
Q

What is the sign of electric potential for a positive source charge?

A

Positive.

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33
Q

What is the sign of electric potential for a negative source charge?

A

Negative.

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34
Q

How is the total electric potential at a point in space calculated for a collection of charges?

A

It is the scalar sum of the electric potential due to each charge.

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35
Q

What is the equation for force in electrostatics?

A

Fe = kqQ/r^2

This equation describes the electrostatic force between charges.

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36
Q

What does U represent in the context of electrostatics?

A

U = kQq/r

U typically represents potential energy in electrostatic contexts.

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37
Q

What does E stand for in electrostatics?

A

E = kQ/r^2

E represents electric field strength in electrostatics.

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38
Q

What should you memorize for Test Day?

A

Essential equations and their relationships

Understanding how the equations relate is crucial for problem-solving.

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39
Q

How can you recreate the table related to Coulomb’s law?

A

Through mathematical manipulation

This involves multiplying by r and dividing by q.

40
Q

Fill in the blank: To recreate the table from Coulomb’s law, from left to right, you should _______.

A

multiply by r

41
Q

Fill in the blank: To recreate the table from Coulomb’s law, from top to bottom, you should _______.

A

divide by q

42
Q

True or False: Coulomb’s law can be manipulated mathematically to recreate a table of values.

A

True

This manipulation aids in understanding the relationships between variables.

43
Q

What is the high-potential end of a battery called?

A

The ‘plus’ end

44
Q

What is the low-potential end of a battery called?

A

The ‘minus’ end

45
Q

In terms of electric charge, which direction does positive charge move?

A

From + to -

46
Q

In terms of electric charge, which direction does negative charge move?

A

From - to +

47
Q

True or False: Positive charge moves from the minus end to the plus end of a battery.

48
Q

Fill in the blank: The definition of current is the movement of positive charge from + to _____.

49
Q

What creates a magnetic field?

A

Any moving charge

This includes individual charges, mass movement of charge, and permanent magnets.

50
Q

What is the SI unit for magnetic field strength?

A

Tesla (T)

1 T = 1 N.s/m.g.

51
Q

What is the relationship between tesla and gauss?

A

1 T = 10^4 gauss

The gauss is used for measuring smaller magnetic fields.

52
Q

How are materials classified based on their magnetic properties?

A

Diamagnetic, paramagnetic, ferromagnetic

These classifications depend on the presence of unpaired electrons and net magnetic fields.

53
Q

What defines diamagnetic materials?

A

Atoms with no unpaired electrons and no net magnetic field

They are weakly repelled by magnets.

54
Q

List some examples of diamagnetic materials.

A
  • Wood
  • Plastics
  • Water
  • Glass
  • Skin

These materials do not stick to magnets.

55
Q

What characterizes paramagnetic materials?

A

Atoms have unpaired electrons and can become weakly magnetized in an external magnetic field

They align their magnetic dipoles with the external field.

56
Q

What happens to the magnetic dipoles of paramagnetic materials when the external magnetic field is removed?

A

They reorient randomly due to thermal energy

This results in the loss of any net magnetic field.

57
Q

Provide examples of paramagnetic materials.

A
  • Aluminum
  • Copper
  • Gold

These materials exhibit weak magnetization in external fields.

58
Q

What happens when like poles of magnets are brought together?

A

They repel each other

59
Q

What creates a magnetic field?

A

Any moving charge

60
Q

What configuration of magnetic field lines surrounds a current-carrying wire?

A

Depends on the shape of the wire

61
Q

How is the magnetic field produced by an infinitely long and straight current-carrying wire calculated?

62
Q

What does the variable ‘B’ represent in the equation B = MOI?

A

The magnetic field at a distance r from the wire

63
Q

What is the permeability of free space (Mo)?

A

4 × 10^-7 I.m

64
Q

What is the relationship between the magnitude of the magnetic field and the distance from the current?

A

Inverse relationship

65
Q

What shape do magnetic fields created by straight wires take?

A

Concentric rings

66
Q

What is the right-hand rule used for in magnetism?

A

To determine the direction of the magnetic field vectors

67
Q

How do you apply the right-hand rule?

A

Point your thumb in the direction of the current and wrap your fingers around the wire

68
Q

What is the magnitude of the magnetic field at the center of a circular loop of radius r?

A

Not provided in the text

69
Q

What type of charges do magnetic fields exert forces on?

A

Moving charges

Magnetic fields do not affect stationary charges.

70
Q

What is the Lorentz force?

A

The sum of electrostatic and magnetic forces acting on a charge

It accounts for both types of forces a charge experiences.

71
Q

What is the formula for calculating the magnetic force on a moving charge?

A

Fb= qvB sin(theta)

Where q is charge, v is velocity, B is magnetic field, and e is the angle between v and B.

72
Q

In the formula FB = qvB sine(e), what does each variable represent?

A
  • q: charge
  • v: magnitude of velocity
  • B: magnitude of magnetic field
  • e: angle between velocity and magnetic field

Each variable plays a crucial role in determining the magnetic force.

73
Q

What happens to the magnetic force if the charge is moving parallel or antiparallel to the magnetic field?

A

It experiences no magnetic force

This occurs because the sine of 0° and 180° equals zero.

74
Q

What is required for a charge to experience a magnetic force?

A

A perpendicular component of velocity

The charge must have a component of its motion that is not aligned with the magnetic field.

75
Q

True or False: Charges can sense their own magnetic fields.

A

False

Charges only sense the fields created by external charges.

76
Q

What is the relationship between the angle and the magnetic force in the formula FB = qvB sine(e)?

A

The magnetic force depends on the sine of the angle

This means that the angle between the velocity and magnetic field affects the force experienced.

77
Q

What is the value of sin 0°?

A

0

Sin 0° equals zero, indicating no force on a charge moving parallel to the magnetic field.

78
Q

What is the value of sin 180°?

A

0

Sin 180° also equals zero, confirming that no force is experienced by a charge moving antiparallel to the magnetic field.

79
Q

What does it mean for a charge moving parallel or antiparallel to the magnetic field?

A

It experiences no force from the magnetic field

This is due to the sine function being zero at these angles.

80
Q

What is the first step in using the right-hand rule to determine the direction of the magnetic force on a moving charge?

A

Position your right thumb in the direction of the velocity vector

This establishes the direction of movement.

81
Q

In the right-hand rule, where do you place your fingers?

A

In the direction of the magnetic field lines

This represents the orientation of the magnetic field.

82
Q

What does your palm represent when using the right-hand rule for a positive charge?

A

The direction of the force vector

This indicates the force acting on a positive charge.

83
Q

What does the back of your hand represent when using the right-hand rule for a negative charge?

A

The direction of the force vector

This indicates the force acting on a negative charge.

84
Q

Fill in the blank: The thumb in the right-hand rule indicates the direction of _______.

A

velocity

The thumb represents the movement direction like a hitchhiker’s thumb.

85
Q

Fill in the blank: The fingers in the right-hand rule represent _______.

A

field lines

Fingers are aligned parallel to the uniform magnetic field lines.

86
Q

Fill in the blank: The palm in the right-hand rule is used to determine the force on a _______ charge.

A

positive

This visualizes giving a ‘high five’ to a positive person.

87
Q

Fill in the blank: The back of the hand indicates the force on a _______ charge.

A

negative

This visualizes giving a backhand to a negative person.

88
Q

What is the equation for the magnetic force on a current-carrying wire?

A

FB = ILB sin(theta)

Where FB is the magnetic force, I is the current, L is the length of the wire in the field, B is the magnitude of the magnetic field, and e is the angle between L and B.

89
Q

What does the variable ‘I’ represent in the magnetic force equation?

A

Current

Current is the flow of positive charge.

90
Q

What does the variable ‘L’ represent in the magnetic force equation?

A

Length of the wire in the field

L refers to the portion of the wire that is within the magnetic field.

91
Q

What does the variable ‘B’ represent in the magnetic force equation?

A

Magnitude of the magnetic field

B indicates the strength of the magnetic field acting on the wire.

92
Q

What does the angle theta represent in the magnetic force equation?

A

Angle between L and B

e is the angle formed between the direction of the current and the magnetic field.

93
Q

True or False: A current-carrying wire does not experience a magnetic force when placed in a magnetic field.

A

False

A current-carrying wire placed in a magnetic field will experience a magnetic force.

94
Q

What rule can be used to determine the direction of the magnetic force on a current-carrying wire?

A

Right-hand rule

The right-hand rule applies to both moving point charges and current-carrying wires.

95
Q

Fill in the blank: The force created by an external magnetic field on a wire is represented by _______.

A

FB

FB stands for the magnetic force acting on the wire.