Starting from the fundamental form of Faraday’s law, derive a tangible equation for the induced voltage in a conductor of length l moving in a magnetic field of flux density B with a velocity v perpendicular to the magnetic field
Figure
1: Conductor moving perpendicular to magnetic field.
According to Faraday’s law in order
to induce voltage in a conductor we must have:
·
Magnetic field (B).
·
Conductor (l).
·
Motion (v).
If
the conductor is moved through a magnetic field a voltage is induced in the
conductor. The induced voltage is proportional to magnetic field,
conductor and the direction of motion of
the conductor.
E
E=KBv.
Where
K is a constant and in SI units in m, B
in wb/m2 , v in m/s then K=1.
E=Blv.
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