Principle of Operation
The
operation of a 3-phase induction motor is based upon the application of Faraday
Law and the Lorentz force on a conductor. The behaviour can readily be
understood by means of the following example.
Consider
a series of conductors of length l, whose extremities are short-circuited by
two bars A and B (Fig.3.3 a). A permanent magnet placed above this conducting
ladder, moves rapidly to the right at a speed v, so that its magnetic field B
sweeps across the conductors. The following sequence of events then takes
place:
1.
A voltage E = Blv is induced in each conductor
while it is being cut by the flux (Faraday law).
2.
The induced voltage immediately produces a current
I, which flows down the conductor underneath the pole face, through the
end-bars, and back through the other conductors.
3.
Because the current carrying conductor lies in the
magnetic field of the permanent magnet, it experiences a mechanical force
(Lorentz force).
4.
The force always acts in a direction to drag the
conductor along with the magnetic field. If the conducting ladder is free to
move, it will accelerate toward the right. However, as it picks up speed, the
conductors will be cut less rapidly by the moving magnet, with the result that
the induced voltage E and the current I will diminish. Consequently, the force
acting on the conductors wilt also decreases. If the ladder were to move at the
same speed as the magnetic field, the induced voltage E, the current I, and the
force dragging the ladder along would all become zero.
In an
induction motor the ladder is closed upon itself to form a squirrel-cage
(Fig.3.3b) and the moving magnet is replaced by a rotating field. The field is
produced by the 3-phase currents that flow in the stator windings.
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