
A closed circuit consists of a source of constant emf and a choke coil of inductance , connected in series. The active resistance of the whole circuit is equal to . At the moment , the choke coil inductance was decreased abruptly, times. Find the current in the circuit as a function of time .
Instruction: During a stepwise change of inductance, the total magnetic flux (flux linkage) remains constant.

Important Questions on ELECTRODYNAMICS
Find the time dependence of the current flowing through the inductance , of the circuit shown in the figure, after the switch is shorted at the moment .

In the circuit shown in the figure, an emf , a resistance and coil inductance and , are known. The internal resistance of the source and the coil resistances are negligible. Find the steady state currents in the coils, after the switch was shorted.



(a) their mutual inductance,
(b) the magnetic flux through the surface enclosed by the outside wire, when the inside wire carries a current .


A coil of inductance and resistance , is connected to a source of constant emf . A resistance , is connected in parallel with the coil. Find the amount of heat generated in the coil, after the switch is disconnected. The internal resistance of the source is negligible.

