Hydrogen Time

Time is a difficult thing to standardize because the length of any significant time period (rotation cycles, orbits, etc) is different on every planet; not to mention that time is relative to the observer's frame of reference. However, in the early galactic era, scientists developed a timekeeping system that was intended to be immediately comprehensible to any sufficiently advanced civilization: the so-called "hydrogen standard." This system used as its base unit the frequency of light emitted by the lone valence electron of the hydrogen atom as it falls back to its ground state from one hyperfine level higher, referred to more concisely as a "cycle" of the atom's valence. This value, as far as all of galactic science has been able to discern, is a universal constant, and thus it makes a good basis for a logarithmic timekeeping system.  

Hydrogen Time: Logarithmic Units

This conversion table has been configured to convert between Hydrogen Time Logarithmic (H.T.) Units and Earth Metric Time (E.M.T.) Units. E.M.T. conversion values are presented in base-ten numerics and rounded to three decimal places, as the ratio between the E.M.T. base unit (second) and the H.T. base unit (hydrogen gigacycle) is 1:1.420405752, an irrational decimal.


H.T. UnitAbbrev.Comparative ValueE.M.T. Unit
nanochronnc1 hydrogen valence cycle0.704 nanosecond
microchronmcc1000 hydrogen valence cycles0.704 microsecond
millichronmlc1e6 hydrogen valence cycles0.704 millisecond
chronc1e9 hydrogen valence cycles0.704 second
kilochronkc1000 c704.024 seconds / 11.734 minutes
mirakilochronmikc10 kc / 10000 c7040.242 seconds / 117.337 minutes
magnakilochronmakc100 kc / 100000 c19.556 hours
megachronmgc1000 kc195.562 hours / 8.148 days
miramegachronmimgc10 mgc1955.623 hours / 81.4842806 Earth days
magnamegachronmamc100 mgc814.843 days / 2.232 years
gigachrongc1000 mgc8148.428 days / 22.324 years
terachrontc1000 gc22324.460 years
petachronpc1000 tc22324460.400 years
mirapetachron*mipc10 pc223244604 years
exachronxc1000 pc22324460400 years
*One mirapetachron is close enough to the length of the average galactic rotation that it is often used to approximate that unit.
An exachron is longer than the current age of the universe.
  It quickly became apparent, however, that this logarithmic system could be cumbersome to use for everyday reference. Because of this, new units were created that better align with the average sophont's perception of time. These "convenience units" quickly became the new colloquial "standard time."  

Hydrogen Time: Convenience Units

This conversion table has been configured to convert between Hydrogen Time Convenience (H.T.) Units and Earth Metric Time (E.M.T.) Units. E.M.T. conversion values are presented in base-ten numerics and rounded to three decimal places, as the ratio between the E.M.T. base unit (second) and the H.T. base unit (hydrogen gigacycle) is 1:1.420405752, an irrational decimal.


H.T. UnitAbbrev.Comparative ValueE.M.T. Unit
chronc1/100 ty0.704 seconds
tychonty100 c70.402 seconds
arcarc50 ty58.669 minutes
hemicirchcrc10 arc9.778 hours
circcrc2 hcrc / 20 arc19.556 hours
decacircdcrc10 crc8.148 days
hemimorahmra5 dcrc / 50 crc40.742 days
moramra10 dcrc / 100 crc81.484 days
annuaann5 mra / 500 crc407.421 days / 1.1162 years
decanadann10 ann11.162 years
centanacann100 ann111.622 years
kilanakann1000 ann1116.223 years
epochepc1000000 ann1116223 years
eoneon1000000000 ann1116223000 years

Time and Date Format

Dates are written as a succession of increasingly general timeslices, like so:

crc/dcrc/mra/ann
5/8/3/45875 AGU

Times of day are written in an opposite manner, with progressively more specific timeslices:

arc:ty:c
15:36:82

Calendar

The calendar of a standard annua is typically set up in the manner shown below: five moras, two hemimoras to a mora, five decacircs to a hemimora, ten circs to a decacirc. These units are not named; only numbered. Moras number 1-5; hemimoras number 1-10 per year or 1-2 per mora; decacircs number 1-10 per mora or 1-5 per hemimora; days number 1-10 per decacirc or 1-50 per hemimora.

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