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ExamsJEE AdvancedPhysics

A capacitor with circular plates of radius R is charged by a constant current I. Which of the following statements are correct? (A) The Poynting vector points radially inward everywhere on the cylindrical surface around the capacitor. (B) The magnetic field inside the capacitor is clockwise as viewed from above (in the direction of current flow). (C) The magnetic energy density inside the capacitor is increasing with time. (D) The flux of the Poynting vector through the cylindrical surface equals the rate of change of stored electric energy.

  1. Poynting vector points radially inward everywhere on the circle.
  2. Magnetic field is clockwise as seen from above.
  3. Magnetic energy density is increasing with time.
  4. Poynting vector flux is equal to the rate of change of stored energy.

Correct answer: Poynting vector flux is equal to the rate of change of stored energy.

Solution

Poynting vector S = (1/mu0)(E x B) points radially inward (energy flows into the capacitor). Magnetic field from constant displacement current I is constant, so magnetic energy density is constant, not increasing. Poynting flux equals rate of change of stored (electric) energy. Options A and D are correct.

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