@cleeds
I understand the steps appearance in the time domain.
Instead of the sinewave looking smooth in the time domain, it looks stepped up in increments, then down, up, down with the flow of the sinewave. The horizontal aspect.
As bit rate increases, the size of these steps decrease. With 65,536 of the little buggers, I reckon the curve would be pretty smooth (but not continuous), in the scheme of tings.
Nyquist goes to Hz sampling (the vertical aspect in the time domain) and the step landings - horizontal bits - would become narrower with higher Hz sampling rate.
In any event, I query the theorem that a continuous signal may be obtained. One may be approached.
I don’t click on links.
I understand the steps appearance in the time domain.
Instead of the sinewave looking smooth in the time domain, it looks stepped up in increments, then down, up, down with the flow of the sinewave. The horizontal aspect.
As bit rate increases, the size of these steps decrease. With 65,536 of the little buggers, I reckon the curve would be pretty smooth (but not continuous), in the scheme of tings.
Nyquist goes to Hz sampling (the vertical aspect in the time domain) and the step landings - horizontal bits - would become narrower with higher Hz sampling rate.
In any event, I query the theorem that a continuous signal may be obtained. One may be approached.
I don’t click on links.