Hello everyone!
As we all know, the supposedly empty space has a non-zero permittivity (eps) and permeability (mu). If you do the math, the speed of light in empty space can be derived from these two constants.
If we apply those constants to the formula of resonance frequency ( f=1/(2*pi*sqrt(L*C)) ) by placing permittivity as the inductance (L) and permittivity as the capacitance (C), we get 47713957.66 Hz or about 47.71 MHz.
I wonder what might happen if we transmit a signal exactly at this frequency. Will it be amplified or attenuated or nothing happens?
Just an idea and wanted to share with you.
Greetings
As we all know, the supposedly empty space has a non-zero permittivity (eps) and permeability (mu). If you do the math, the speed of light in empty space can be derived from these two constants.
If we apply those constants to the formula of resonance frequency ( f=1/(2*pi*sqrt(L*C)) ) by placing permittivity as the inductance (L) and permittivity as the capacitance (C), we get 47713957.66 Hz or about 47.71 MHz.
I wonder what might happen if we transmit a signal exactly at this frequency. Will it be amplified or attenuated or nothing happens?
Just an idea and wanted to share with you.
Greetings