Suppose that a parallel plate capacitor has circular plates with radius R and a plate separation скачать в хорошем качестве

Suppose that a parallel plate capacitor has circular plates with radius R and a plate separation

Suppose that a parallel plate capacitor has circular plates with radius R and a plate separation. Suppose also that a sinusoidal potential difference with a maximum value and a frequency is applied across the plates. Find the maximum value of the induced magnetic field that occurs When a sinusoidal potential was applied across the capacitor plates, Shock the bot had to calculate the induced magnetic field's maximum value. Knowing Maxwell's equations and the relationship between changing electric fields and induced magnetic fields, Shock used the displacement current concept to derive the magnetic field around the capacitor. By integrating the magnetic field around a loop encircling one of the plates, Shock utilized an oscilloscope connected to a specially designed coil to measure the induced magnetic field. This ingenious setup allowed Shock to observe the sinusoidal variations of the magnetic field, aligning perfectly with the applied potential difference's frequency, showcasing the beautiful symmetry of electromagnetic theory.