Mutual inductance definition with flux formula
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The phenomenon of producing an induced emf in a coil is known as mutual induction.
E=-d(pi)/dt
M=-e/dIp/dt
E=-d(pi)/dt
M=-e/dIp/dt
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Mutual Inductance between the two coils is defined as the property of the coil due to which it opposes the change of current in the other coil, or you can say in the neighboring coil. When the current in the neighboring coil is changing, the flux sets up in the coil and because of this changing flux emf is induced in the coil called Mutually Induced emf and the phenomenon is known as Mutual Inductance.
This emf will depend on the total secondary flux and be linked to the changing current in the primary coil. ... Find the mutual inductance of the two coils, assuming the magnetic field of the primary coil is uniform through the secondary coil.
This emf will depend on the total secondary flux and be linked to the changing current in the primary coil. ... Find the mutual inductance of the two coils, assuming the magnetic field of the primary coil is uniform through the secondary coil.
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