a battery with potential different e charges an ideal circular parallel plate capacitor of capac

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Dear student we have a question and solution for the question is the given information informati

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A battery with potential difference E charges an ideal circular parallel-plate capacitor of capacitance C, plate radius r0, and separation between the plates d, through a wire with resistance R. The total charge on each plate as a function of time is: Q(t) = CE(1-e^(-t/RC)). Consider the surface charge density uniform on the plates. 1. Find the electric flux between the plates as a function of time. 2. The rate of change of the electric flux between the plates as a function of time. 3. The magnetic field inside the capacitor at a distance r from the central axis. 4. The instantaneous energy of the magnetic field inside the capacitor.

          A battery with potential difference E charges an ideal circular parallel-plate capacitor of capacitance C, plate radius r0, and separation between the plates d, through a wire with resistance R. The total charge on each plate as a function of time is: Q(t) = CE(1-e^(-t/RC)). Consider the surface charge density uniform on the plates.

1. Find the electric flux between the plates as a function of time.
2. The rate of change of the electric flux between the plates as a function of time.
3. The magnetic field inside the capacitor at a distance r from the central axis.
4. The instantaneous energy of the magnetic field inside the capacitor.

a battery with potential different e charges an ideal circular parallel plate capacitor of capacitance c plate radius r0 and separation between the plates d through a wire with resistance r 29208

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