In an induction type directional overcurrent relay, what is the net torque at the balance point when the relay is on the verge of operating? 

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  1. Equal to K2
  2. Equal to VI cos (ɵ - α)
  3. Equal to the pick-up torque of the relay 
  4. Equal to zero

Answer (Detailed Solution Below)

Option 4 : Equal to zero
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Explanation:

Induction Type Directional Overcurrent Relay

Definition: An induction type directional overcurrent relay is a protective device used in electrical power systems to detect overcurrent conditions while ensuring the current flows in a specific direction. This relay combines the principles of overcurrent protection and direction discrimination, making it suitable for applications where fault directionality is critical, such as in ring main systems or parallel feeder systems.

Net Torque at Balance Point:

When an induction type directional overcurrent relay is on the verge of operating, the net torque acting on the relay must be analyzed. In this condition, the relay is balanced, and the mechanical torque generated within the relay coil system reaches equilibrium. This balance point is crucial for determining the relay’s operating threshold.

Correct Option: The net torque at the balance point is equal to zero.

Explanation:

The torque in an induction type directional overcurrent relay is developed by two fluxes: the flux produced by the current coil and the flux produced by the voltage coil. These fluxes interact with each other, inducing currents in the relay’s disc or rotor, which ultimately produce a resultant torque. This torque is responsible for moving the relay’s disc or rotor to operate the relay contacts.

At the balance point, the relay is on the verge of operation, which means that the torque produced by the interaction of the fluxes is in equilibrium. In this state:

  • The driving torque, which tends to move the disc or rotor, is exactly balanced by the restraining torque, which opposes the motion.
  • As a result, the net torque acting on the relay is zero.

This balance ensures that the relay does not operate unnecessarily during normal conditions or minor disturbances but operates reliably when the fault current exceeds the threshold and flows in the specified direction.

Correct Option Analysis:

The correct option is:

Option 4: Equal to zero.

This is because, at the balance point, the driving torque and restraining torque cancel each other out, resulting in no net torque on the relay’s disc or rotor. This equilibrium condition ensures that the relay is stable and does not operate until the system conditions necessitate it.

Additional Information

To further understand the analysis, let’s evaluate the other options:

Option 1: Equal to K2.

This option is incorrect because the net torque at the balance point is not a constant value such as K2. The balance point is defined by the condition of zero net torque, where the driving and restraining torques are equal and opposite.

Option 2: Equal to VI cos (θ - α).

This option represents the torque equation in terms of the product of voltage (V) and current (I) with a phase angle difference (θ - α). While this expression is related to the torque produced in the relay, it does not define the net torque at the balance point, which is zero.

Option 3: Equal to the pick-up torque of the relay.

The pick-up torque is the minimum torque required to initiate the motion of the relay’s disc or rotor. However, at the balance point, the net torque is zero, as the driving and restraining torques are in equilibrium. Therefore, this option is incorrect.

Conclusion:

The net torque at the balance point of an induction type directional overcurrent relay is equal to zero. This equilibrium condition ensures the relay remains stable under normal operating conditions and operates reliably when the fault current exceeds the threshold and flows in the specified direction. Understanding the torque balance in such relays is essential for designing and applying protective systems in electrical power networks.

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