1. The problem of interrupting direct currents
Let's consider the apparently simplest case of an inductive circuit (R, L) supplied with direct current (figure
1
a).
To interrupt the current flowing through this circuit, it is necessary and sufficient that the resistance r of the switch, initially assumed to be zero, increases and becomes infinite (figure
1
b) or, in other words, that its conductance decreases and then becomes zero. When this single condition is met, no current flows through the device, which has become insulating.
You do not have access to this resource.
Exclusive to subscribers. 97% yet to be discovered!
Already subscribed?
Log in!
Ongoing reading
The problem of interrupting direct currents