Keklas Rekobah
SOC-14 1K
First off, I have done a search through the General Traveller Discussion fora to see if this specific question has been addressed. I did not find any such instance; but if one exists, I apologize in advance for starting a new thread on an old topic. Note that I am assuming a value of 365.25 days of 86400 seconds each for a Mean Tropical Year for Terra. So my question is...
Is there any "slippage" between the Imperial and Terrestrial dating systems?
Let me explain...
IF:
a) The Imperial Year is defined as exactly 365 days.
b) The Terrestrial Year is defined as 365.25 days.
c) The Imperial and Terrestrial years have the same number of Terrestrial seconds (365.25 x 24 x 60 x 60 = 31,557,600)
THEN:
d) The Imperial second is approximately 1.000684 times longer than the Terrestrial second, making the Imperial day 86459.18 Terrestrial seconds long (e.g., an Imperial day is about 24 hours, 00 minutes, and 59.17808 Terrestrial seconds long).
e) Imperial and Terrestrial years have no "slippage" in determining their respective years (i.e., Imperial Year -4520 is Terrestrial Year 1 A.D., and Imperial Year 1000 is Terrestrial Year 5521 A.D.).
** HOWEVER **
IF:
f) The Imperial seconds and Terrestrial seconds are exactly the same length.
g) The Imperial Mean Tropical Year is defined as 365 days of 86400 seconds each (31,536,000 seconds).
h) The Terrestrial Mean Tropical Year is defined as 365.25 days of 86400 seconds each (31,557,600 seconds)
THEN:
i) The length of the Terrestrial year is about 1.000685 times the length of the Imperial year (e.g., 365.25 / 365).
j) Imperial and Terrestrial years have "slippage" in determining their respective years (i.e., Imperial Year -4520 is Terrestrial Year 1 A.D., and Imperial Year 1000 is Terrestrial Year 5524 or 5525 A.D.).
...
Q1) Which is more canonical?
Q2) Am I even using the correct reference years?
Q3) Is there even a canonical means of converting between Imperial and Terrestrial dating systems?
Is there any "slippage" between the Imperial and Terrestrial dating systems?
Let me explain...
IF:
a) The Imperial Year is defined as exactly 365 days.
b) The Terrestrial Year is defined as 365.25 days.
c) The Imperial and Terrestrial years have the same number of Terrestrial seconds (365.25 x 24 x 60 x 60 = 31,557,600)
THEN:
d) The Imperial second is approximately 1.000684 times longer than the Terrestrial second, making the Imperial day 86459.18 Terrestrial seconds long (e.g., an Imperial day is about 24 hours, 00 minutes, and 59.17808 Terrestrial seconds long).
e) Imperial and Terrestrial years have no "slippage" in determining their respective years (i.e., Imperial Year -4520 is Terrestrial Year 1 A.D., and Imperial Year 1000 is Terrestrial Year 5521 A.D.).
** HOWEVER **
IF:
f) The Imperial seconds and Terrestrial seconds are exactly the same length.
g) The Imperial Mean Tropical Year is defined as 365 days of 86400 seconds each (31,536,000 seconds).
h) The Terrestrial Mean Tropical Year is defined as 365.25 days of 86400 seconds each (31,557,600 seconds)
THEN:
i) The length of the Terrestrial year is about 1.000685 times the length of the Imperial year (e.g., 365.25 / 365).
j) Imperial and Terrestrial years have "slippage" in determining their respective years (i.e., Imperial Year -4520 is Terrestrial Year 1 A.D., and Imperial Year 1000 is Terrestrial Year 5524 or 5525 A.D.).
...
Q1) Which is more canonical?
Q2) Am I even using the correct reference years?
Q3) Is there even a canonical means of converting between Imperial and Terrestrial dating systems?