On 2019-01-21 00:42, Steve Allen wrote:


Of course there was a time step.  The BIH had to deal with totally
hetergeneous data from an ever changing set of contributors.  Almost
every year for the BIH there was a systematic offset from the times of
other years.  But until the cesium standard there really is little
worth in the absolute values; the importance of the numbers in
Bulletin Horaire liese in seeing and understanding the differences
between contemporary time services.


   For the internally used and tabulated time scales, yes, there may
   be steps, as convenient. But steps in a time scale used to
   dissmeinate time signals with their own steps and rate offsets
   are highly inconvenient. I was of the incorrect opinion that
   the BIH integrated atomic time scale was aligned with the coordinated
   atomic time scales used by the RGO, NBS, USNO etc since 1960-01-01;
   but it was not, and only joined on 1961-01-01.

   Thanks for the corretion!

A3 begins 1961-01-01.  It does not exist before then.  Not even when
Guinot re-interpolated all the atomic time scales in Bulletin
Horaire ser J no 7 did he extend A3 before then.  He introduced his
final reconstruction of the old atomic data with
     It is therefore possible to construct, starting from an arbitrary
     common origin, scales of Atomic Time ...
By that 1966 publication Guinot had ceased to mention 1961-01-01, but
linear interpolation of his new A3 tabulation has the value -1.4123 s
on 1961-01-01T20, the same as had been used by Anna Stoyko when she
re-set all of the BIH atomic time scales.


   You are of course right; instead of "A3" I should have said
   "the integrated atomic time scale produced by the BIH for 1957..1960
   and which agrees with UT2 at J1958.0", as described on pages 99..101
   in [https://www.bipm.org/utils/common/pdf/CC/CCTF/CCDS2.pdf].

   From the steps in the WWV time signals as documented in the
   Explanatory Supplement 1992, p 86..87, I compute a decrease
   of 1.465 056 s in the WWV time signals against the underlying
   Cs atomic scale, while this scale ranged over the interval
   from J1958.0 until 1961-01-01, and this applies to all
   continuous time scales with the same rate.

   So, when A3 - UT2 at 1961-01-01 was set to 1.4123 s by the BIH,
   this must amount to a step of about -53 ms at 1961-01-01 in the
   BIH integrated atomic time scales before and after 1961-01-01.
   (And there was no step in UT2 on 1961-01-01.)

   If this step was done to align A3 with the coordinated times
   already in use, I am surprised that such a large deviation
   between integrated atomic clocks could accrue over three
   years -- A and N Stoyko estimated the deviation after 3 years
   to be 10 ms in the paper quoted above.

   Regardless of this difference, there is a thing common to
   all integrated atomic time scales that suggests that they all
   are intended to have J1958.0 as their origin: their difference
   to ET (and later to TT and TDB). In fact, TT - TAI remains very
   close to 32.148 s, which in turn is close to the value ET - UT2
   when UT2 was J1958.0 (but ET - UT2 differs by about 0.5 s for
   the neighboring years). A step of 0.05 s does not change this
   property.

Guinot also indicates that he retained the jump of 1.6 ms on
1962-01-01 in his new tabulation of A3.  These various tabulations
deserve to be plotted and examined closely for a step, especially
because 1962-01-01 was also the date of the final change in the
expression for the seasonal variation of UT2 - UT1.
https://www.ucolick.org/~sla/leapsecs/seasonal.html
That change should introduce a step of about 6 ms, and this subject is
not mentioned in any of the BIH writeups.


   Do you happen to know in which tabulation the jump by 1.6 ms
   occurs? A3 minus which other time scale?

   The 1962 change in the UT2 formula did not apply to prior years;
   a step in UT2 may have influenced the disseminated time signals
   which followed UT2, and the step causes jumps in some differences
   such as A3 - UT2, but it does not not cause a step in UT1 or in
   any (integrated) atomic time scale.

   Michael Deckers.

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