Magnetic fields Flashcards

1
Q

Cutting magnets in half

A
  • poles cannot be isolated; a magnet cannot be broken to get a separate north and south pole. Instead, it creates 2 magnets each with a north and south pole.
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2
Q

Magnetic Domains

A
  • in order for a material with domains to become magnetic, the domains have to be aligned by an external magnetic field
  • if enough of a materials domains become aligned, the material forms a magnetic dipole and becomes a permanent magnet
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3
Q

Magnetic field lines

A
  • point from north to south
  • a compass would align with these lines
  • a horseshoe magnet is just a bent bar magnet. the rules still apply
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4
Q

B-field

A

B - magnetic field strength [T]

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5
Q

Right hand rule #1

A
  • thumb points in direction of the current
  • fingers point in direction of the field lines
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6
Q

Drawing in 3D

A

Conventions to help us out:
Into the paper: x
out of the paper: O

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7
Q

Looped wire

A

A wire in a loop has a stronger magnetic field inside the loop than outside

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8
Q

Right hand rule #2

A
  • thumb points in direction of the current
  • fingers point in direction of the field lines
  • palm points in direction of the force
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9
Q

Designing a motor

A

when electric current is passed through a magnetic field, you get motion

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10
Q

Motors vs. generators

A

Electric motors convert electricity to motion.

Electric generators convert motion to electricity.

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11
Q

Ampere

A

One ampere is defined as the current that would cause a force of 2 x 10-7N per meter between 2 long parallel conductors separated by 1m in a vacuum

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12
Q

Fields

A

g = F/m [N]/[kg]
E = F/q [N]/[C]

B = F/I [N]/[A] = [T]

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13
Q

Magnetic flux

A
  • depends on how perpendicular the current is in relation to the field direction
    Max flux: vertical
    Less flux: narrow
    No flux: horizontal
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14
Q

Magnetic field strength

A

B = F/ILsin0
F - magnetic force [N]
I - current [A]
L - length of wire in field
sin0 - angle between field and current

**L=vt
**I = q/t

  • the force on the wire is proportional to the charge moving perpendicular to the field
  • because of these, the perpendicular component must be used in calculations
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