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ELECTRIC DIPOLE
PRESENTED BY
MOHAMMAD SHOAIB BABAR
ELECTRICAL ENGINEERING DEPARTMENT
UNIVERSITY OF GUJRAT
Defination
 An electric dipole, or simply a dipole, is
the name given to two point charges of
equal magnitude and opposite sign,
separated by a distance that is small
compared to the distance to the point P at
which we want to know the electric and
potential fields.
 Electric dipole term use for DIELECTRIC
METRIALS when it is placed in FIELD
Concepts
 Electric dipole have electric field and potential field which we find
mathematically…..
 POTENTIAL FIELD is easier to find first than ELECTRIC
FIELD…..
 An electric field surrounds an electric charge, and exerts force on
other charges in the field, attracting or repelling them. Electric field
is sometimes abbreviated as E-field.
FIGURE
 First figure (a) show the actual arrangment of
vectors…..
 In figure (b) it show if the distance is very small
then both point have same distance….so we call
parallel distance…..
 So we can write for parallel
R2 − R1 =˙ d cos θ
Total potential
ELECTRIC FIELD of Dipole
Plot of potential field of dipole
 The black line shows the distance for different value of
C…..while colored line shows the potential field…
Find r value
 To find r value we use following result
Dipole Moment
 Dipole moment can be write as p and equal to the Qd
p=Q*d
Important Informatio
 The dipole moment and potential field remain same
for every changing in Q and d…because it remain same
and CONSTANT.
 potential field is now proportional to the inverse
square of the distance, and the electric field intensity
is proportional to the inverse cube of the distance
from the dipole

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Electric Dipole Presentation: Field & Potential

  • 1. ELECTRIC DIPOLE PRESENTED BY MOHAMMAD SHOAIB BABAR ELECTRICAL ENGINEERING DEPARTMENT UNIVERSITY OF GUJRAT
  • 2. Defination  An electric dipole, or simply a dipole, is the name given to two point charges of equal magnitude and opposite sign, separated by a distance that is small compared to the distance to the point P at which we want to know the electric and potential fields.  Electric dipole term use for DIELECTRIC METRIALS when it is placed in FIELD
  • 3. Concepts  Electric dipole have electric field and potential field which we find mathematically…..  POTENTIAL FIELD is easier to find first than ELECTRIC FIELD…..  An electric field surrounds an electric charge, and exerts force on other charges in the field, attracting or repelling them. Electric field is sometimes abbreviated as E-field.
  • 4.
  • 6.  First figure (a) show the actual arrangment of vectors…..  In figure (b) it show if the distance is very small then both point have same distance….so we call parallel distance…..  So we can write for parallel R2 − R1 =˙ d cos θ
  • 9. Plot of potential field of dipole  The black line shows the distance for different value of C…..while colored line shows the potential field…
  • 10. Find r value  To find r value we use following result
  • 11. Dipole Moment  Dipole moment can be write as p and equal to the Qd p=Q*d
  • 12. Important Informatio  The dipole moment and potential field remain same for every changing in Q and d…because it remain same and CONSTANT.  potential field is now proportional to the inverse square of the distance, and the electric field intensity is proportional to the inverse cube of the distance from the dipole