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In electromagnetic induction, line integral of induced field E around a close path is __________, induced electric field is ___________.
- a)Zero, Non Conservative
- b)Non zero, Conservative
- c)Zero, Conservative
- d)Non zero, Non Conservative
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
In electromagnetic induction, line integral of induced field E around ...
In electromagnetic induction, line integral of induced field E around a close path is non zero, and induced electric field is non conservative.
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In electromagnetic induction, line integral of induced field E around ...
Explanation:
Electromagnetic induction is the process by which a changing magnetic field induces an electric field, and vice versa. It is a fundamental concept in physics and is the basis for many important technologies, such as generators and transformers.
Line Integral of Induced Field E:
The line integral of the induced electric field E around a closed path is non-zero. This means that the work done by the induced electric field on a charged particle moving around the closed path is non-zero. This is because the induced electric field is caused by a changing magnetic field, and when a charged particle moves through this changing magnetic field, it experiences a force and does work.
Induced Electric Field:
The induced electric field is non-conservative. A conservative electric field is one in which the work done by the electric field on a charged particle is path independent, i.e., it depends only on the initial and final positions of the particle. However, the induced electric field is not path independent because it is caused by a changing magnetic field, which means that the work done by the induced electric field on a charged particle depends on the path taken by the particle.
Explanation:
- Electromagnetic induction is the process by which a changing magnetic field induces an electric field, and vice versa.
- The line integral of the induced electric field E around a closed path is non-zero.
- This means that the work done by the induced electric field on a charged particle moving around the closed path is non-zero.
- The induced electric field is caused by a changing magnetic field.
- When a charged particle moves through this changing magnetic field, it experiences a force and does work.
- The induced electric field is non-conservative.
- A conservative electric field is one in which the work done by the electric field on a charged particle is path independent.
- The induced electric field is not path independent because it is caused by a changing magnetic field.
- The work done by the induced electric field on a charged particle depends on the path taken by the particle.
- Therefore, the line integral of the induced electric field E around a closed path is non-zero and the induced electric field is non-conservative.
Electromagnetic induction is the process by which a changing magnetic field induces an electric field, and vice versa. It is a fundamental concept in physics and is the basis for many important technologies, such as generators and transformers.
Line Integral of Induced Field E:
The line integral of the induced electric field E around a closed path is non-zero. This means that the work done by the induced electric field on a charged particle moving around the closed path is non-zero. This is because the induced electric field is caused by a changing magnetic field, and when a charged particle moves through this changing magnetic field, it experiences a force and does work.
Induced Electric Field:
The induced electric field is non-conservative. A conservative electric field is one in which the work done by the electric field on a charged particle is path independent, i.e., it depends only on the initial and final positions of the particle. However, the induced electric field is not path independent because it is caused by a changing magnetic field, which means that the work done by the induced electric field on a charged particle depends on the path taken by the particle.
Explanation:
- Electromagnetic induction is the process by which a changing magnetic field induces an electric field, and vice versa.
- The line integral of the induced electric field E around a closed path is non-zero.
- This means that the work done by the induced electric field on a charged particle moving around the closed path is non-zero.
- The induced electric field is caused by a changing magnetic field.
- When a charged particle moves through this changing magnetic field, it experiences a force and does work.
- The induced electric field is non-conservative.
- A conservative electric field is one in which the work done by the electric field on a charged particle is path independent.
- The induced electric field is not path independent because it is caused by a changing magnetic field.
- The work done by the induced electric field on a charged particle depends on the path taken by the particle.
- Therefore, the line integral of the induced electric field E around a closed path is non-zero and the induced electric field is non-conservative.
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In electromagnetic induction, line integral of induced field E around ...
YES, D is the the correct opt.
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