^Current in LR – circuit
^Current in LR – circuit
An ideal inductor has no ohmic resistance (i.e. R = 0) it has only reactance (i.e. XL ≠ 0). However no inductor is ideal, every inductor can be assumed as series combination of L & R . When such an inductor is connected is connected to a battery (e.g. on throwing switch towards) a current increases exponentially in the outer loop from 0 to become maximum in accordance with the relation ![]()

Due to increase in current voltage across the resistor increases in accordance with the relation ![]()
As the total voltage across the LR combination is always fixed & equal to battery voltage, thus the increase in voltage across the resistor implies a decrease in voltage across the inductor. This is described by the function
.
On throwing switch towards B current decreases exponentially in the outer loop from maximum to become 0 in accordance with the relation ![]()
