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In a medium other than air, the electric flux density will be
  • a)
    Solenoidal
  • b)
    Curl free
  • c)
    Irrotational
  • d)
    Divergent
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
In a medium other than air, the electric flux density will bea)Solenoi...
Answer: d
Explanation: In any medium other than the air, the conduction is possible, due to the charge carriers. Thus charge density is also non-zero. We can write from Gauss law that Div(D) is non-zero. When the divergence is said to be non-zero, the field is not solenoidal or called as divergent field.
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Most Upvoted Answer
In a medium other than air, the electric flux density will bea)Solenoi...
Explanation:

Electric flux density (D) is a vector field that describes the distribution of electric charges in space. In a medium other than air, such as a dielectric material, the behavior of electric flux density can be different due to the properties of the material.

Divergent Behavior:

In a dielectric material, the electric flux density can be divergent, meaning that it spreads out from a point source. This is because the dielectric material can have a higher or lower dielectric constant than air, which affects the behavior of electric charges.

Divergence of D is given by the equation:

div D = ρv

where ρv is the volume charge density. If ρv is non-zero, then the electric flux density is divergent.

Other Properties:

Electric flux density in a dielectric material can also have other properties such as being solenoidal, curl-free, or irrotational, depending on the conditions of the material.

- Solenoidal: If the electric flux density is solenoidal, it means that it is a closed loop and has no source or sink. This property is more common in magnetic fields than electric fields.
- Curl-free: If the electric flux density is curl-free, it means that it has no circulation or rotation around a closed loop. This property can be described by the equation curl D = 0.
- Irrotational: If the electric flux density is irrotational, it means that it has no rotation or vorticity. This property can be described by the equation rot D = 0.

Conclusion:

In conclusion, the behavior of electric flux density in a medium other than air can be different due to the properties of the material. In a dielectric material, the electric flux density can be divergent, meaning that it spreads out from a point source. It can also have other properties such as being solenoidal, curl-free, or irrotational, depending on the conditions of the material.
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In a medium other than air, the electric flux density will bea)Solenoidalb)Curl freec)Irrotationald)DivergentCorrect answer is option 'D'. Can you explain this answer?
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