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Domain Theory of
Ferromagnetism and
Hysteresis
Makwana Nikhil N. – 150110109022
Makwana Rahil – 150110109023
Manavar Vatsal A. - 150110109024
Contains
Basic details of Domain
Effect of External Magnetic Field on
the Domains
Step by step magnetization
Details about Hysteresis
Explanation of Hysteresis on the Basis
of Domain Theory
Terminologies
 FERROMAGNETISM:
“Ferromagnetism is a phenomenon in which a
material gets magnetized to a very large extent in the presence of an
external field.”
 DOMAIN:
“A specimen of ferromagnetic material consists of different
region which are spontaneously magnetized below the Curie temperature.
These spontaneously magnetized or self magnetized regions in a
ferromagnetic material is called the domains.”
 HYSTERESIS:
“Hysteresis is lagging (phase lagging) of magnetic
induction B in ferromagnetic and ferrimagnetic materials with respect to
the cyclic variation of an applied magnetic field, when the specimen is at a
temperature below its Curie temperature.”
DOMAINS
 At the lower temperature than Curie, & in the absence of
an external magnetic field, the direction of magnetization
of each domain have random orientation in space as shown
in figure.
Effect of external magnetic
field on Domain
 As we know that when there is no any external field
applied to the material, all the domain of the ferromagnetic
material are in random direction itself.
Continued…
But when the external magnetic field is
applied to any ferromagnetic material, its
domain tends to get aligned in the direction
of the external field.
Continued…
 As the external magnetic field becomes stronger, all the
domains gets completely aligned in the direction of the
external magnetic field.
Hysteresis
As we have earlier seen that the “Hysteresis
is lagging (phase lagging) of magnetic
induction B in ferromagnetic and
ferrimagnetic materials with respect to the
cyclic variation of an applied magnetic field,
when the specimen is at a temperature
below its Curie temperature.”
It is the graph of Magnetic flux density (B)
versus magnetic field (H).
It is also known as hysteresis curve.
Hysteresis Curve
Br
OHc
A
C
Explanation
 As we increase magnetic field H, value of B also increases and the
curve develops along Oa. At a, if H is further increases, B remains
constant. If H is done 0, then value of Ob at point b is called the
RETENTIVITY.
 Now when the value of H is increased In the reverse direction, B
becomes 0 at C point and specimen gets completely demagnetized. This
value of H i.e. OC is called the coercive field Hc. This effect is called
COERCIVITY.
 If H is further increased in reverse direction, B also increase in reverse
direction and follows the path de instead of dc.
 Now, if H in increased in the main direction, specimen gets completely
demagnetized at f. Thus variation B with respect to H traced along the
closed path abcdefa in one full cycle of magnetization and
demagnetization is called the hysteresis curve.
 The area enclosed by the curve gives the energy loss per unit volume of
the material per cycle.
Hysteresis on the basis of
Domain
Thank
you…

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Theory of Losses

  • 1. Domain Theory of Ferromagnetism and Hysteresis Makwana Nikhil N. – 150110109022 Makwana Rahil – 150110109023 Manavar Vatsal A. - 150110109024
  • 2. Contains Basic details of Domain Effect of External Magnetic Field on the Domains Step by step magnetization Details about Hysteresis Explanation of Hysteresis on the Basis of Domain Theory
  • 3. Terminologies  FERROMAGNETISM: “Ferromagnetism is a phenomenon in which a material gets magnetized to a very large extent in the presence of an external field.”  DOMAIN: “A specimen of ferromagnetic material consists of different region which are spontaneously magnetized below the Curie temperature. These spontaneously magnetized or self magnetized regions in a ferromagnetic material is called the domains.”  HYSTERESIS: “Hysteresis is lagging (phase lagging) of magnetic induction B in ferromagnetic and ferrimagnetic materials with respect to the cyclic variation of an applied magnetic field, when the specimen is at a temperature below its Curie temperature.”
  • 4. DOMAINS  At the lower temperature than Curie, & in the absence of an external magnetic field, the direction of magnetization of each domain have random orientation in space as shown in figure.
  • 5. Effect of external magnetic field on Domain  As we know that when there is no any external field applied to the material, all the domain of the ferromagnetic material are in random direction itself.
  • 6. Continued… But when the external magnetic field is applied to any ferromagnetic material, its domain tends to get aligned in the direction of the external field.
  • 7. Continued…  As the external magnetic field becomes stronger, all the domains gets completely aligned in the direction of the external magnetic field.
  • 8. Hysteresis As we have earlier seen that the “Hysteresis is lagging (phase lagging) of magnetic induction B in ferromagnetic and ferrimagnetic materials with respect to the cyclic variation of an applied magnetic field, when the specimen is at a temperature below its Curie temperature.” It is the graph of Magnetic flux density (B) versus magnetic field (H). It is also known as hysteresis curve.
  • 10. Explanation  As we increase magnetic field H, value of B also increases and the curve develops along Oa. At a, if H is further increases, B remains constant. If H is done 0, then value of Ob at point b is called the RETENTIVITY.  Now when the value of H is increased In the reverse direction, B becomes 0 at C point and specimen gets completely demagnetized. This value of H i.e. OC is called the coercive field Hc. This effect is called COERCIVITY.  If H is further increased in reverse direction, B also increase in reverse direction and follows the path de instead of dc.  Now, if H in increased in the main direction, specimen gets completely demagnetized at f. Thus variation B with respect to H traced along the closed path abcdefa in one full cycle of magnetization and demagnetization is called the hysteresis curve.  The area enclosed by the curve gives the energy loss per unit volume of the material per cycle.
  • 11. Hysteresis on the basis of Domain