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Asked: August 28, 20242024-08-28T08:33:03+05:30 2024-08-28T08:33:03+05:30In: Education

What happens to the electromagnetic forces during the sudden short circuits at the line terminals?

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    1. prasanjit
      prasanjit Teacher
      2024-09-23T14:32:04+05:30Added an answer on September 23, 2024 at 2:32 pm
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      Answer: a

      Explanation: The electromagnetic forces are directly proportional to the square of the current. It increases by 250 times the force under normal full load conditions.

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      2024-08-28T08:33:14+05:30Added an answer on August 28, 2024 at 8:33 am

      When a sudden short circuit occurs at the line terminals, the electromagnetic forces undergo significant changes that can have profound impacts on the electrical system. Here are the key effects on the electromagnetic forces during such an event:

      1. Increased Current Flow: The most immediate effect of a short circuit is a sharp increase in the current flow through the circuit. Since the electrical resistance is drastically reduced, according to Ohm’s Law (V = IR), where V is voltage, I is current, and R is resistance, the current (I) increases significantly when the resistance (R) is suddenly lowered.

      2. Magnetic Field Amplification: Electromagnetic forces are directly related to the flow of electric current. The magnitude of the magnetic field around a conductor is proportional to the current passing through it, as described by Ampère’s law. So, with the sudden increase in current due to the short circuit, the strength of the magnetic field around the conductors also increases dramatically.

      3. Electromechanical Stress: The increased magnetic field results in higher electromechanical stresses on the electrical equipment. Conductors may experience forces that push them apart, known as the Lorenz force, which can physically damage the equipment or infrastructure, such as bending bus bars or damaging supports.

      4. Heating Effects: The sudden surge in current also increases the amount of heat generated due to resistive losses in the conductors and components (described by Joule’s law, where the heat generated is proportional

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