Magnetic field on equator
Magnetic field on equator |
Consider a bar magnet as given in the figure above, having magnetic strength -m and +m seperated by a distance 2l. Let P be any point on the equator where magnetic induction is to be determined. Let the distance between Centre and point P is r.
then from fig,
l(OS) = (ON) = l
NP2 = SP2 = r2+l2
Let Ø be the angle made by line NP and SP with axis of a dipole.
The magnetic field at point P due to north pole is given by,
The magnetic field at point P due to south pole is given by,
The direction of B2 is along PS and represented by PT.
The component B1cosØ and B2cosØ are along diagonal PR and gets added .
thus resultant vector B is given by,
But from fig,
But for short dipole r>>>>l , higher power of l can be neglected
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