Concept:
Protective relays operate by monitoring electrical characteristics and responding when specific thresholds are breached. A distance relay measures the ratio of voltage ($V$) to current ($I$) at the point where the relay is installed in the system. By Ohm's Law, this ratio directly equals the electrical impedance ($Z$):
\[
Z = \frac{V}{I}
\]
Because the impedance of a transmission line is directly proportional to its physical length, measuring the electrical impedance provides an accurate estimation of the distance to a system fault.
Step 1: Define the operational behavior of a Distance Relay.
Distance relays (or impedance relays) are structured to compare the local voltage against the local current. Under sound operating network conditions, the ratio $\frac{V}{I}$ remains high because the load impedance is high. However, when a short-circuit fault occurs along the protected transmission line, the line voltage drops significantly, and the system current surges. Consequently, the measured ratio $\frac{V}{I}$ falls below a predetermined setting.
Step 2: Contrast with alternative options listed.
* Directional Relay: Operates based on the phase angle relationship between voltage and current to sense the direction of power flow.
* Differential Relay: Operates based on the vector difference between the currents entering and leaving a protected zone.
* Reverse Relay: Operates when power flows in a direction opposite to the intended configuration.
Therefore, only the distance relay relies directly on the absolute ratio of voltage to current. This aligns with Option (C).