The Ampere Maxwell Law for the region having point Y is

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Question: The Ampere Maxwell Law for the region having point Y is:

In the given question, we have to write Ampere Maxwell's law for the field containing point Y. For this, we have to first apply the modified Ampere's circuital law which is expressed as:

\(∮ \overrightarrow{B}.\overrightarrow{dl} = μ_0 (i_c + i_d) \)------(i)

Where,

i_c is the conduction current,
i_d is the displacement current,
\(\overrightarrow{B}\) is the magnetic induction at any point, and
\(\overrightarrow{dl}\) is the path length.

In the given question, in the region having point Y, i_c=0, so,

\(∮ \overrightarrow{B}.\overrightarrow{dl} = μ_0 i_d \)

Therefore, Ampere Maxwell Law for the region having point Y is \(∮ \overrightarrow{B}.\overrightarrow{dl} = μ_0 i_d \)

Read Also:

Topic and Chapter Related Links
Magnetic Spectrum	Faraday's Law	Magnetic Properties of Materials
Magnetisation and Magnetic Intensity	NCERT Solutions Chapter 4 Moving Charges and Magnetism	Gauss’s Law
Magnetism and matter	Magnetic Properties	Magnetic Field
Gauss law for magnetism	Farday's Law of Electromagnetic Induction	Cyclotron
Applications of Gauss’s Law	Earth’s Magnetic field	Inductance Formula

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The Ampere Maxwell Law for the region having point Y is

CBSE CLASS XII Related Questions

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