Module 8: Magnetic Forces and Fields Flashcards

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1
Q
A

the positive y-direction.

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2
Q
  1. into the plane of the figure
  2. out of the plane of the figure
  3. misleading question—the magnetic field at P is zero
  4. to the right
  5. to the left
A
  1. into the plane of the figure
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3
Q
  1. direction 3
  2. direction 1
  3. the B field is zero
  4. direction 2
  5. direction 4
A
  1. direction 3
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4
Q
  1. in the direction of the velocity
  2. toward the upper point charge (the force is attractive)
  3. none of the above
  4. opposite to the direction of the velocity
  5. away from the upper point charge (the force is repulsive)
A
  1. toward the upper point charge (the force is attractive)
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5
Q
  1. the positive x-direction.
  2. the negative x-direction.
  3. none of the above
  4. the negative y-direction.
  5. the positive y-direction.
A
  1. the positive x-direction.
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6
Q
  1. upward (toward AB)
  2. to the right
  3. to the left
  4. misleading question—the net magnetic force is zero
  5. downward (away from AB)
A
  1. upward (toward AB)
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7
Q
  1. paths a, b, c, and d
  2. The answer depends on whether the integral goes clockwise or counterclockwise around the path.
  3. paths a and c
  4. paths b and d
  5. path a only
A
  1. paths a and c
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8
Q
  1. into the page
  2. zero
  3. left
  4. out of the page
  5. right
A
  1. out of the page
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9
Q
  1. arrangement 1
  2. arrangement 2
  3. arrangement 3
  4. same for all
A
  1. arrangement 2
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10
Q
  1. 1 is positive, 2 is neutral, and 3 is negative.
  2. 1 is positive, 2 is negative, and 3 is neutral.
  3. 1 is neutral, 2 is positive, and 3 is negative.
  4. 1 is neutral, 2 is negative, and 3 is positive.
  5. 1 is negative, 2 is neutral, and 3 is positive.
A

5.1 is negative, 2 is neutral, and 3 is positive.

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11
Q

A charged particle is moving with speed v perpendicular to a uniform magnetic field. A second identical charged particle is moving with a speed of 2v perpendicular to the same magnetic field. If the frequency of revolution of the first particle is f, the frequency of revolution of the second particle is

  1. 2f
  2. f.
  3. 4f
  4. f/4
  5. f/2
A
  1. f.
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12
Q
  1. A
  2. B
  3. C
  4. D
  5. The magnetic field is zero at that point.
A
  1. B
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13
Q
  1. upward
  2. downward
  3. into the page
  4. out of the page
  5. The magnetic force is zero since the velocity is parallel to the current.
A
  1. upward
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14
Q

Magnetic field lines point ___ N poles and ___ S poles.

A

Magnetic field lines point away from N poles and toward S poles.

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15
Q

The direction of the magnetic field is ___ to the field line at any point in space. A small compass will point ___ relative to the field line.

A

The direction of the magnetic field is tangent to the field line at any point in space. A small compass will point in the direction of the field line.

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16
Q

The strength of a magnetic field is ___ the closeness of the field lines.

A

The strength of a magnetic field is proportional to the closeness of the field lines.

17
Q

T or F. Magnetic field lines can never cross.

A

True.

(This means the field is unique at any point in space)

18
Q

Where do magnetic field lines terminate?

A

Magnetic field lines are continuous, forming closed loops without a beginning or end. They are directed from the north pole to the south pole.

19
Q

A particle moving in a magnetic field will experience a magnetic force at right angles to both ___ and ___.

A

A particle moving in a magnetic field will experience a magnetic force at right angles to both the charge’s velocity and the magnetic field.

20
Q

Magnetic Force RHR

A

Point your fingers toward the velocity, then curl them towards the magnetic field. Your thumb is pointing in the direction of magnetic force.

21
Q

What do magnetic field lines look like around a long, straight current-carrying wire?

A

Circular loops

22
Q

In what direction is the magnetic force on current flowing in a straight path?

A

The magnetic force is perpendicular to both the current and the magnetic field.

23
Q

The ___ on a current loop in a uniform magnetic field is zero.

A

The net force on a current loop in a uniform magnetic field is zero.

(But the net torque is not, in general, equal to zero.)

24
Q

RHR for finding the direction of the magnetic field created by a moving charge at a point near the charge.

A

Point your fingers toward the charge’s velocity, then curl your finger towards the distance vector through the smallest possible angle. The magnetic field at the point is in the direction of your thumb.

25
Q

RHR for determining the direction of magnetic field lines outside a long straight wire.

A

Point your thumb in the direction of current, then curl your fingers around the wire. Your fingers are curling in the direction of the circular magnetic field lines.

26
Q
A