Ppt on Magnetic Feild

1. MAGNETIC FIELDS
Presented by:
 Ayesha Ejaz
 Mohibullah
 Syeda Abida Batool
 Sidra Abbas
Presented to:
Dr Madah ul Mustafa

2. DEFINITION:
The space around a permanent magnet or a current carrying
conductor shows the magnetic force . Such area of space in which
magnetic force can be felt by another material is called magnetic
field . Thus, magnetic field is an example of field of force.

3. REPRESENTATION:
Magnetic field is represented by magnetic lines of force or
induction vector B .
 Magnetic field lines are drawn from north pole to south pole .
It means;
 Magnetic field lines originate from North pole.
 Magnetic field lines terminate at South pole .
 The magnetic field vector B at any point is tangent to the
magnetic field line.
 B gives both magnitude and direction of the field.
 The lines are drawn closer together where the magnitude B of
the magnetic field is greater.

4. PROPERTIES OF MAGNECTIC FIELD LINES:
 The direction of the magnetic lines of force
is from north to south outside and inside
the magnet their direction is from south to
north .
 The magnetic line of force always form a
closed loop.
 They always follow the least reluctance
path.
 The magnetic lines never intersect each
other.
 The lines repel each other when they are
parallel and moves in the same direction.

5. FORCE ON A MOVING CHARGE IN A MAGNETIC FIELD
 What is the mechanism by which one magnet exerts a force on another? The answer is related to
the fact that all magnetism is caused by current, the flow of charge.
 Magnetic fields exert forces on moving charges, and so they exert forces on other magnets, all of
which have moving charges.

6. FORCE ON A MOVING CHARGE IN A MAGNETIC FIELD
 The magnetic force on a moving charge is one of the most fundamental known.
 Magnetic force is as important as the electrostatic or Coulomb force.
 Yet the magnetic force is more complex, in both the number of factors that affect it and in its direction,
than the relatively simple Coulomb force.
 The magnitude of the magnetic force F on a charge q moving at a speed v in a magnetic field of
strength B is given by
𝐹 = 𝑞𝑣𝐵 sin 𝜃

7. FORCE ON A MOVING CHARGE IN A MAGNETIC FIELD
 Magnetic force can cause a charged particle to move in a circular or spiral path.
 Cosmic rays are energetic charged particles in outer space, some of which approach the Earth. They
can be forced into spiral paths by the Earth’s magnetic field.
 Protons in giant accelerators are kept in a circular path by magnetic force.
 The curved paths of charged particles in magnetic fields are the basis of a number of phenomena and
can even be used analytically, such as in a mass spectrometer.

8. FORCE ON A MOVING CHARGE IN A MAGNETIC FIELD
 So does the magnetic force cause circular motion?
 Magnetic force is always perpendicular to velocity so that it does not work on the charged particle.
 The particle’s kinetic energy and speed thus remain constant.
 The direction of motion is affected, but not the speed.
 This is typical of uniform circular motion.
 The magnetic force supplies the centripetal force.
𝐹𝑐 =
𝑚𝑣2
𝑟
Note; If sin θ = 1 , we see that F = qvB

9. FORCE ON A MOVING CHARGE IN A MAGNETIC FIELD
 A negatively charged particle moves in the plane of the
page in a region where the magnetic field is
perpendicular to the page.
 The magnetic force is perpendicular to the velocity, and
so velocity changes in direction but not magnitude.
Uniform circular motion results.

10. FORCE ON A MOVING CHARGE IN A MAGNETIC FIELD
qvB =
𝑚𝑣2
𝑟
r =
𝑚𝑣2
𝑞𝐵
 Here, r is the radius of curvature of the path of a charged particle with mass m and charge q, moving at a
speed v perpendicular to a magnetic field of strength B.
 If the velocity is not perpendicular to the magnetic field, then v is the component of the velocity
perpendicular to the field.
 The component of the velocity parallel to the field is unaffected since the magnetic force is zero for
motion parallel to the field.
 This produces a spiral motion rather than a circular one.

11. THANKS
That’s all. Thank you for your attention.