I was discussing with my colleagues why certain speeds seems to return frequently in hardware.
For reasons part historical and part technical, for example, all the frequencies that are a multiple (or fraction) of 14.318 MHz originate from the need of sharing memory between video (in a form that NTSC equipment could readily digest) and CPU, which was common in the early days of personal computing.
Other common frequencies in PCs are 8 MHz (a 24/48MHz clock was used for floppies, then USB, not to mention that in PAL land it is a nice multiple of 15625) or the ubiquitous 27 MHz (which replaced 14.3 MHz in imaging devices).
We couldn't find a reason why so many devices seems to operate on multiple of 33.3 MHz, though. Why this speed was chosen? It can be synthesized in a PLL multiplying 14.318 x 7/3 (the result it's actually closer to 33.4 MHz) but other 'nicer' numbers can be synthesized as well such as 25 MHz (14.318 x 7/4) or 20 MHz (x 7/5).
Does anybody know why the frequency of 33 MHz seems to hold such a great importance in the PC world?
For reasons part historical and part technical, for example, all the frequencies that are a multiple (or fraction) of 14.318 MHz originate from the need of sharing memory between video (in a form that NTSC equipment could readily digest) and CPU, which was common in the early days of personal computing.
Other common frequencies in PCs are 8 MHz (a 24/48MHz clock was used for floppies, then USB, not to mention that in PAL land it is a nice multiple of 15625) or the ubiquitous 27 MHz (which replaced 14.3 MHz in imaging devices).
We couldn't find a reason why so many devices seems to operate on multiple of 33.3 MHz, though. Why this speed was chosen? It can be synthesized in a PLL multiplying 14.318 x 7/3 (the result it's actually closer to 33.4 MHz) but other 'nicer' numbers can be synthesized as well such as 25 MHz (14.318 x 7/4) or 20 MHz (x 7/5).
Does anybody know why the frequency of 33 MHz seems to hold such a great importance in the PC world?