Find the oscillation period of an oscillating circuit with an inductance of 65 Henry and an electrical capacity of 14 Farads.

The period of magnetic oscillations in the oscillatory circuit is calculated using the Thompson formula:

T = (2 * Π * sqrt (L * C)), where L is the inductance of the coil (L = 65 H), C is the electrical capacity (C = 14 F).

Let’s calculate the period of oscillation in the circuit:

T = (2 * Π * sqrt (L * C)) = (2 * 3.14 * sqrt (65 * 14) = 189.4 s.

Answer: The oscillation period of the oscillating circuit is 189.4 s, although such a circuit cannot exist, since even the electrical capacity of the planet Earth is only 710 μF.