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Chapter 27 Magnetic Field an Magnetic Forces

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Title: Chapter 27 Magnetic Field an Magnetic Forces


1
Chapter 27 Magnetic Field an Magnetic Forces
  • Study magnetic forces
  • Consider magnetic field and flux
  • Explore motion in a magnetic field
  • Calculate the magnetic force on a semiconductor
  • Consider magnetic torque
  • Apply magnetic principles and study the electric
    motor
  • Study the Hall effect

2
Magnetism
  • Magnetic north and south poles behavior is not
    unlike electric charges. For magnets, like poles
    repel and opposite poles attract.
  • A permanent magnet will attract a metal like iron
    with either the north or south pole.

3
The magnetic poles about our planet
Magnetic poles reverse every 5000 to 50,000
yrs. Proof is from plate movement
4
Magnetic poles vs. Electric poles?
  • We observed monopoles in electricity. A ()or
    (-) alone was stable and field lines could be
    drawn around it.
  • Magnets cannot exist as monopoles. If you break
    a bar magnet between N and S poles, you get two
    smaller magnets, each with its own N and S pole.

5
Electric current and magnets
  • In 1820, Hans Oersted ran a series of experiments
    with conducting wires run near a sensitive
    compass. The result was dramatic. The orientation
    of the wire and the direction of the flow both
    moved the compass needle.
  • There had to be something magnetic about current
    flow.

6
The interaction of magnetic force and charge
  • The moving charge interacts with the fixed
    magnet. The force between them is at a maximum
    when the velocity of the charge is perpendicular
    to the magnetic field. Force F q v B
  • B Magnetic Field F/qv 1N-s/C (1A 1C/s )
    The units of B are Teslas T 1N/A m 1T
    10,000 gauss (G)
  • The earths magnetic field B 1G
  • B is a vector and is defined as the direction the
    north pole of a compass needle will point.

7
The right-hand rule I
  • This is for a positive charge moving in a
    magnetic field.
  • Place your hand out as if you were getting ready
    for a handshake. Your fingers represent the
    velocity vector of a moving charge.
  • Move the fingers of your hand toward the magnetic
    field vector.
  • Your thumb points in the direction of the force
    between the two vectors.

8
Right-hand rule II
  • Two charges of equal magnitude but opposite signs
    moving in the same direction in the same field
    will experience force in opposing directions.

9
Direction of a magnetic field with your CRT
  • A TV or a computer screen is a cathode ray tube,
    an electron gun with computer aiming control.
    Place it in a magnetic field going up and down.
  • You point the screen toward the ceiling and
    nothing happens to the picture. The magnetic
    field is parallel to the electron beam.
  • You set the screen in a normal viewing position
    and the image distorts. The magnetic force is
    opposite to the thumb in the RHR.

Force for a Negative charge
10
Magnetic field lines may be traced
  • Magnetic field lines may be traced from N toward
    S in analogous fashion to the electric field
    lines.

11
Magnetic Field Lines for common sources
12
Magnetic flux through an area
  • We define the magnetic flux through a surface
    just as we defined electric flux. Figure 27.15
    illustrates the phenomenon.
  • Follow Example 27.2, illustrated by Figure
    27.16.

13
Motion of charged particles in a magnetic field
  • A charged particle will move in a plane
    perpendicular to the magnetic field.
  • Figure 27.17 at right illustrates the forces and
    shows an experimental example.
  • Figure 27.18 below shows the constant kinetic
    energy and helical path.

14
Motion of Charged Particles in a Magnetic
Field (Chapter 27, Sec 4)
Because F is always perpendicular to v, v is
constant. Therefore, the charge will travel in a
circle with radius R.
15
A magnetic bottle
  • If we ever get seriously close to small-lab
    nuclear fusion, the magnetic bottle will likely
    be the only way to contain the unimaginable
    temperatures a million K.
  • Figure 27.19 diagrams the magnetic bottle and
    Figure 27.20 shows the real-world examples
    northern lights and southern lights.

16
J.J. Thompson was able to characterize the
electron
  • Thompsons experiment was an exceptionally clever
    combination of known electron acceleration and
    magnetic steering.

17
Bainbridges mass spectrometer
  • Using the same concept as Thompson, Bainbridge
    was able to construct a device that would only
    allow one mass in flight to reach the detector.
    The fields could be ramped through an
    experiment containing standards (most high vacuum
    work always has a peak at 18 amu).
  • Follow Example 27.5.
  • Follow Example 27.6.

18
The magnetic force on a current-carrying conductor
  • The force is always perpendicular to the
    conductor and the field.
  • Figures 27.25, 27.26, and 27.27 illustrate.

19
Magnetic force on a straight then curved
conductor
  • Refer to Example 27.7, illustrated by Figure
    27.29.
  • Refer to Example 27.8, illustrated by Figure
    27.30.

20
Force and torque on a current loop
  • This basis of electric motors is well diagrammed
    in Figure 27.31below.

21
Force and Torque on a Current Loop (Chapter 27,
Sec 7)
(27-21)
A ab area of coil
Figure 27-29
For an N turn coil
(27-28)
22
The Direct-Current Motor
Figure 27-37
23
The Hall Effect
  • Considers the forces on charge carriers as they
    move through a conductor in a magnetic field.
  • Follow Example 27.12.
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