While a parallel-plate capacitor is being charged, Ampère’s law in its original form…

PHYSICS · Single correct · CBSE · Physics · Electromagnetic Waves · Electromagnetic Waves

Problem

While a parallel-plate capacitor is being charged, Ampère’s law in its original form predicts different magnetic fields depending on whether the chosen surface passes through the wires or between the plates. Which addition to Ampère’s law resolves this inconsistency? (a) Including the term dQdt\dfrac{dQ}{dt} as an additional current through the gap (b) Introducing a time-varying magnetic flux term dΦBdt\dfrac{d\Phi_B}{dt} to the law (c) Including the term ϵ0 dΦEdt\epsilon_0\,\dfrac{d\Phi_E}{dt} as an effective current through the gap (d) Adding the surface charge density σ\sigma explicitly to Ampère’s law

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