Consider a RL circuit of a computer power supply. The circuit has an emf of 10 sin 2t V, an inductance of 2000 mH and a resistance of (100 101) 2, are connected in series. Draw the figure of the said circuit. Form a differential equation of the circuit. Find the current / as a function of time 1 (in seconds) for no initial current. Distinguish between the transient and steady-state current.
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Step-by-step explanation:
The first tutorial in this section about Inductors, we looked briefly at the time constant of an inductor stating that the current flowing through an inductor could not change instantaneously, but would increase at a constant rate determined by the self-induced emf in the inductor.
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