The universe itself would have its own very fast ticking clock
The quantum clock
Can the limit of the frequency of oscillations be the 10³³ pulses per second? (1) As I have written earlier microprocessor must know when the electricity is cut, and that data it will get from the clock. If in the wire is no electricity at a certain time, that tells the processor that the electricity is off. This kind of thing is very important in computing, and this is the reason, why the clock frequency of the microprocessors is always told to people.
There is theoretically possible to create the microprocessor, which can have a frequency of 10⁻⁴⁴ seconds. This thing is called "Planck's time". But that thing is the absolute frequency of the oscillation of the clocks. The "Planck time" is the time, what light travels in the "Planck unit"(3), what is the very small unit in the world of physics.
And the microprocessor meters the time by calculating the pulses of the clock. This is the reason why the oscillation frequency is so important in microprocessors. If the distance between pulses is very low, that would make the computer faster. And there is a possibility that the cosmic limit of the frequency of the clock is 10⁻³³ seconds.
The clock of the universe is the oscillation of the quantum fields what are oscillating by the frequency of 10⁻³³ seconds. The best atom clocks can run in the frequency of 10⁻¹⁹ seconds, and somebody is always asking, why the speed of the ticking or the speed of frequency of the clocks is important? The thing is that the frequency or the time between the frequency determines the accuracy of the clocks.
And the other thing is that the frequency of the clock determines how fast the microprocessor can be. When we are thinking the normal microprocessor what has two values 0 and 1 that processor must know, when the electricity is cut. So if we are thinking that the maximum frequency of the atom clock is 10⁻³³ seconds, that means that the maximum clock frequency of the microprocessor is 10⁻³³ seconds. So that means that this is the limit of the Hertz in the normal computer.
(1) https://www.livescience.com/what-are-smallest-ticks-of-time.html
(2) https://simple.wikipedia.org/wiki/Planck_time
(3) https://simple.wikipedia.org/wiki/Planck_length
Image: https://v2m9g6s2.rocketcdn.me/wp-content/uploads/2019/09/quantum-time.jpg
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