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    Re: Dec on equinox day
    From: Paul Hirose
    Date: 2025 Mar 21, 08:52 -0700

    My solstice / equinox page says the 2025 March equinox occurred on the
    20th at 09:01:29 UTC. This is one of those cases where rounding to the
    nearest minute could go one way or the other. It would depend on the
    solar system ephemeris and precession / nutation model.
    
    I used the JPL DE441, IAU 2006 precession and 2000A nutation. A
    prediction 25 years ago might have used the DE406 and IAU 1976/80. With
    those tools I get 09:01:27, only 2 seconds different. Of course a
    prediction 25 years in the future should use a time scale such as TT or
    TAI, not UTC or UT1, to avoid error due to Earth's irregular rotation.
    That's why my long term table gives times in TAI. Some web sites don't
    allow for that problem. They use GMT (UT1) for predictions at remote epochs:
    
    Solstices and Equinoxes: 2001 to 2100
    http://astropixels.com/ephemeris/soleq2001.html
    
    Table of Gregorian New Moons, Vernal Equinoxes and Nisan1 year start
    dates from 2400 BC to 3100 AD
    https://www.truebiblecode.com/BLCTable.html
    
    The first is OK for this recent equinox, but the second is in error by
    10 minutes.
    
    Sun ecliptical latitude at the equinox was +0.74″, which is about its
    maximum deviation from the ecliptic. Thus, an "equinox" time calculated
    from right ascension or declination would likewise have near maximum
    discrepancy vs. a strictly correct computation based on ecliptical
    longitude. I get:
    
    09:01:21 RA = 0
    09:01:29 longitude = 0
    09:02:10 declination = 0
    
    My page mentions yet another possible definition of the equinox: the
    instant when Sun apparent geodetic latitude is zero as seen from the
    center of a transparent Earth. This differs from declination = 0 due to
    polar motion. As explained on the page, this definition, and the one
    based on declination, are not practical at high precision since the
    instant of a solstice is indeterminate.
    
    http://sofajpl.com/solstice/index.html
    
    In the long term table, note the 2026 June solstice at 08:25:07 TAI.
    It's almost certain there will be no leap second at the end of this
    year, so UTC will remain 37 seconds behind TAI. Therefore, the solstice
    will occur at 08:24:30 UTC. Right on the tipping point if you round to
    the nearest minute!
    
    --
    Paul Hirose
    sofajpl.com
    
    

       
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