Magnetic Fields due to Current in a Wire - PowerPoint PPT Presentation

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Magnetic Fields due to Current in a Wire

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Magnetic Fields due to Current in a Wire A Surprising Discovery In 1820, Hans Christian Oersted discovered that moving charges create a magnetic field. – PowerPoint PPT presentation

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Title: Magnetic Fields due to Current in a Wire


1
Magnetic Fields due to Current in a Wire
2
A Surprising Discovery
  • In 1820, Hans Christian Oersted discovered that
    moving charges create a magnetic field.

3
Magnetic Field of a Current Carrying Wire
  • Hans Christian Oersted discovered that a wire
    carrying current influenced the needles of
    nearby compasses.
  • By applying right-hand-rule 2, the direction of
    the magnetic field can be determined around the
    wire.
  • For an infinitely long straight wire
  • The constant ?o is the permeability
    of free space (4? x 10-7 T
    m/A).
  • Note B is inversely proportional to r.
  • Magnetic Field due to a wire.

4
Magnetic Force on Current Carrying Wires
  • When two current carrying wires have current
    flowing in the same direction, they will be
    attracted to one another (a).
  • When two current carrying wires have current
    flowing in opposite directions, they will repel
    (b).

5
Magnetic Force on Current Carrying Wires(cont.)
-The influence of the magnetic field of wire (a)
on wire (b). -Using RHR 1, we see that the
force by wire (a) on wire (b) is such that it is
attracted to wire (b). -The same is true for
wire (b) on wire (a). -However, even if the
current is flowing in opposite directions, wont
the conductors be attracted to one another?
(a)
(b)
x
B
6
Magnetic Force on Current Carrying Wires(cont.)
-No. Note that the magnetic fields cancel each
other between the conductors while they add
outside for two parallel conductors with current
moving in the same direction. -As a result the
conductors are attracted to one another. -In the
case where the conductors have current flowing in
opposite directions, the field lines add between
them while they cancel outside. This results in
a net repulsion between the two conductors.
7
Magnetic Field in a Loop of Wire
  • For the center of a circular loop, the magnetic
    field is
  • Where
  • N number of turns of wire.
  • R Radius of loop.

8
Magnetic Field of a Solenoid
  • For a solenoid, the magnetic field is given by
  • B ?oNI
  • L
  • B ?onI
  • Where
  • n the number of turns per length of coil N/L

9
Key Ideas
  • The strength of a magnetic field created by
    current in a wire is inversely proportional to
    the distance from the wire.
  • Two current carrying wires will attract each
    other if the current flows in the same direction
  • Two current carrying wires will repel each other
    if the current is in opposite directions.
  • The strength of the magnetic field of current in
    a loop is proportional the current in the loop
    and the number of loops.
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