(b) Suppose you have a cylindrical wire of radius a, where a parallel-plate capacitor is being charged. The gap caused by the capacitor between the wire is an imaginary cylinder with radius a and length d. Current I flows through the wire and charges +Q and -Q accumulate on the parallel plates. [Recall: when charging a capacitor, the energy is stored in the electric field.] In the cylindrical surface that encloses the volume between the plates, what is the electric field?
(b) Suppose you have a cylindrical wire of radius a, where a parallel-plate capacitor is being charged. The gap caused by the capacitor between the wire is an imaginary cylinder with radius a and length d. Current I flows through the wire and charges +Q and -Q accumulate on the parallel plates. [Recall: when charging a capacitor, the energy is stored in the electric field.] In the cylindrical surface that encloses the volume between the plates, what is the electric field?
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