How many Seconds are in a Planck Time? What is Planck Time Unit of Measure? What is the symbol of Planck Time? What is Second Unit of Measure? What is the symbol of Second? Second to Day [Sidereal]. No one knows. In GR time is must be continuous. There is no theory or evidence currently that says it is quantised. Quantised GR is continuous - because each step is the next set of instances for all particles.
It's more "there cannot be infinite instances per second". As said that would allow infinite computation for us little own universe. Yes it does, as said above, that [that] is the reality of our universe. And in GR time is not quantised, it is continuous so there are infinite "instances" per second. Like it or not. Make up it didn't have to wait for optical light to enter itself - rather it used quantum entanglement to achieve an "every beat just after the last" ex.
On that idea, how many could we compute with it in 1 second theoretically? I guess that depends on the technology. The ultimate limit will be set by the size of the device and the fact that changes can only propagate at light speed.
Wikipedia has a list of computer limits. Note that it is not a limit on frequency, but on the frequency achievable for a given energy. So, use more energy and get a higher processing rate. At least one electron still needs to jump from one atom to the next, so that might take longer. You can't make a transistor too small because tunnelling will start to kick in. I would say: perhaps. In short, the transistor would dissipate the same energy every 10 seconds or so than could be generated by converting its entire mass to energy.
I would say: not likely. Perhaps up to some dimensionless constants, e. I did read an article that these might be the limit as it is possible we do not understand how human-based things like Peano axiomata are - ie even what we consider basic maths might not be universal; but the arguments given were over my head and I did think the whole paper was fairly tendentious.
There was a discussion on the radio a while ago about whether math is invented or discovered. One of the guests proposed the idea of an alien intelligence based on fluid forms rather than solid bodies - to them, the ideas related to real numbers and even calculus might be intuitively obvious but then one of their greatest minds comes up with the shocking and difficult-to-grasp concept of "integers" Yes that's the sort of thing I meant exactly.
Footnote on the Numbers: The above result, 5. At the time this chart below and the horizontally-scrolled chart were done, it was the accepted SI value. The new SI base units , confirmed in , is to 5. Going from the smallest to the largest is a simple ordering logic. Here we introduce the simple math from the Planck Time to the Age of the Universe. In July , Prof. We were looking for a base-2 chart which would be 3. We could not find it anywhere so this page is our working draft, our starting point.
Perhaps it goes without saying… as you read this note, I appeal to you to ask questions and make comments and suggestions. Thank you. Planck Time as the smallest possible unit of measurement of time. The ratios of all multiples of the Planck Time to its respective multiple of Planck Length is consistent across the chart. The original calculations were done by Max Planck in and around This chart of notations was done in December Numbers smaller than the Planck Time, just numbers, cannot be meaningfully applied to anything.
The Planck Length and Planck Time are actual values that can be multiplied by 2. Of course, if one were to multiply each by 2, and the result each time by 2, over and over again, you can assume that you would reach their outer limits. That process looks a bit tedious.
After all, the Age of the Universe is somewhere around It is done in just doublings. These doublings do kind-of, sort-of end up in sync. Where there is a problem, we assume it is within our simple math. Keep in mind, that converted number will be inaccurate due this rounding error!
Decimal places: It is the time required for light to travel in a vacuum a distance of 1 Planck length, approximately 5. SI base unit.
The second is the duration of 9 periods of the radiation corresponding to the transition between the two hyperfine levels of the ground state of the cesium atom at 0 K temperature.
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