Find the potential difference across a wire using the Poynting Theorem. The magnetic field and electric field, related to the wire, are given as follows: E = √√√₁-² & and B=√√1² c₂ s-26. Here, c₁ and c₂ are constants; s is the radius of the wire; I is the current.
Find the potential difference across a wire using the Poynting Theorem. The magnetic field and electric field, related to the wire, are given as follows: E = √√√₁-² & and B=√√1² c₂ s-26. Here, c₁ and c₂ are constants; s is the radius of the wire; I is the current.
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Transcribed Image Text:Q4: Find the potential difference across a wire using the Poynting Theorem. The
magnetic field and electric field, related to the wire, are given as follows:
E=√√₁-² & and B=√1² c₂ s-26. Here, c₁ and c₂ are constants;
s is the radius of the wire; I is the current.
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