If we
connect two inductors in parallel, as shown in figure 1 above, being connected
in parallel, each must have the same potential difference between its terminals
and the amount of current flowing through each of the inductors is inversely
proportional to the inductive impedance of each of the resistors is produced by
self-inductance, the current in L1 must change at the rate of di1/dt,
and current in L2 must change at the rate of di2/dt.
Therefore the total current must change at the rate of (di1 + di2)/dt.
Note
that equation (1), (2) and (3) was derived based on the assumption that no
mutual inductances takes place between the individual inductors.
that equation (1), (2) and (3) was derived based on the assumption that no
mutual inductances takes place between the individual inductors.