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ASTROMETRIC UPDATE:
OCCULTATION BY (393) LAMPETIA - 2023 AUG 15

[Edwin Goffin's Prediction + Finder Charts]

[Detailed Finder Charts]


Updated:   2023 Jun 15, 05:10 UT

Event Rank : 99

(The event Rank is a measure of the likelihood of observing an event, and is equal to the probability of at least one successful observation by a team of two observers spaced 1/8 path width just inside opposite sides of the predicted path. An event rank of 100 indicates that the prediction is expected to be very accurate).


THE UPDATED PATH

Note: The duration given in the line below is the interval during which the occultation shadow sweeps across the Earth - please see the minute markers on the map to determine the approximate time for your location.

Lampetia Update Map


On 2023 Aug 15 UT, the 129 km diameter asteroid (393) Lampetia will occult a 11.8 mag star in the constellation Serpens for observers along a path across Northern Territory and South Australia, passing over Port Augusta, Whyalla, Adelaide and Kangaroo Island.

In the case of an occultation, the combined light of the asteroid and the star will drop by only 0.4 mag to 10.92 mag (the magnitude of the asteroid) for at most 26.3 seconds. This event may not be observable visually.

This update is based on, astrometry for the asteroid kindly provided by the IAU Minor Planet Center. This work has made use of data from the European Space Agency (ESA) mission Gaia (http://www.cosmos.esa.int/gaia), processed by the Gaia Data Processing and Analysis Consortium (DPAC, http://www.cosmos.esa.int/web/gaia/dpac/consortium). Funding for the DPAC has been provided by national institutions, in particular the institutions participating in the Gaia Multilateral Agreement.

Additional details of this and other events are available at Steve Preston's website at http://www.asteroidoccultation.com/

EVENT DETAILS SUMMARY : Data for the target star : Data for the minor planet : The Occultation Path :
 Occultation of UCAC4 475-085818 by 393 Lampetia on 2023 Aug 15
                  Centre              Star  Star   Sun      Path Limits           Error Limits       Alt
  E. Longitude   Latitude      U.T.    Alt    Az   Alt    Limit 1    Limit 2    Limit 3    Limit 4   Crn
      o  '  "     o  '  "    h  m  s     o     o     o    o  '  "    o  '  "    o  '  "    o  '  "
                                                        Longitude  Longitude  Longitude  Longitude
    138 20 31   -45  0  0   11 10 24.0    39    15   -34  137 28 25  139 12 25  137  8 56  139 31 44   0.34

    138 18 40   -44  0  0   11 10  8.6    40    15   -34  137 27 27  139  9 41  137  8 17  139 28 42   0.34
    138 16 31   -43  0  0   11  9 52.8    41    16   -35  137 26  9  139  6 43  137  7 17  139 25 25   0.34
    138 14  5   -42  0  0   11  9 36.7    42    16   -35  137 24 30  139  3 30  137  5 56  139 21 54   0.34
    138 11 22   -41  0  0   11  9 20.3    43    17   -35  137 22 32  139  0  2  137  4 15  139 18 10   0.34
    138  8 24   -40  0  0   11  9  3.6    44    17   -35  137 20 16  138 56 21  137  2 15  139 14 13   0.34

    138  5  9   -39  0  0   11  8 46.6    45    17   -35  137 17 42  138 52 27  136 59 57  139 10  4   0.34
    138  1 40   -38  0  0   11  8 29.4    46    18   -35  137 14 51  138 48 20  136 57 20  139  5 42   0.34
    137 57 57   -37  0  0   11  8 11.8    46    18   -35  137 11 44  138 44  0  136 54 26  139  1  9   0.34
    137 53 58   -36  0  0   11  7 54.0    47    19   -35  137  8 20  138 39 27  136 51 16  138 56 24   0.34
    137 49 46   -35  0  0   11  7 35.9    48    20   -35  137  4 41  138 34 43  136 47 48  138 51 27   0.34

    137 45 20   -34  0  0   11  7 17.5    49    20   -35  137  0 46  138 29 46  136 44  5  138 46 19   0.35
    137 40 41   -33  0  0   11  6 58.9    50    21   -35  136 56 36  138 24 37  136 40  6  138 40 59   0.35
    137 35 48   -32  0  0   11  6 40.0    51    21   -35  136 52 10  138 19 16  136 35 51  138 35 28   0.35
    137 30 41   -31  0  0   11  6 20.9    52    22   -35  136 47 30  138 13 44  136 31 21  138 29 46   0.35
    137 25 22   -30  0  0   11  6  1.5    53    23   -35  136 42 35  138  7 59  136 26 35  138 23 52   0.35

    137 19 49   -29  0  0   11  5 41.9    54    24   -35  136 37 26  138  2  3  136 21 34  138 17 47   0.35
    137 14  2   -28  0  0   11  5 22.1    54    25   -35  136 32  1  137 55 54  136 16 18  138 11 30   0.35
    137  8  2   -27  0  0   11  5  2.0    55    25   -35  136 26 22  137 49 33  136 10 47  138  5  1   0.35
    137  1 49   -26  0  0   11  4 41.7    56    26   -35  136 20 29  137 43  0  136  5  0  137 58 21   0.35
    136 55 22   -25  0  0   11  4 21.2    57    27   -35  136 14 20  137 36 15  135 58 59  137 51 28   0.35

    136 48 41   -24  0  0   11  4  0.5    58    28   -34  136  7 56  137 29 16  135 52 42  137 44 24   0.36
    136 41 46   -23  0  0   11  3 39.6    58    30   -34  136  1 18  137 22  5  135 46  9  137 37  6   0.36
    136 34 37   -22  0  0   11  3 18.5    59    31   -34  135 54 24  137 14 41  135 39 21  137 29 36   0.36
    136 27 13   -21  0  0   11  2 57.2    60    32   -34  135 47 14  137  7  3  135 32 16  137 21 53   0.36
    136 19 34   -20  0  0   11  2 35.7    61    33   -33  135 39 49  136 59 11  135 24 56  137 13 57   0.36

    136 11 41   -19  0  0   11  2 14.1    61    35   -33  135 32  7  136 51  6  135 17 19  137  5 47   0.36
    136  3 32   -18  0  0   11  1 52.2    62    36   -33  135 24  9  136 42 46  135  9 25  136 57 22   0.36
    135 55  7   -17  0  0   11  1 30.2    63    38   -32  135 15 54  136 34 11  135  1 14  136 48 44   0.37
    135 46 26   -16  0  0   11  1  8.1    63    39   -32  135  7 23  136 25 20  134 52 45  136 39 50   0.37
    135 37 28   -15  0  0   11  0 45.8    64    41   -32  134 58 33  136 16 15  134 43 59  136 30 41   0.37

    135 28 14   -14  0  0   11  0 23.4    65    43   -31  134 49 26  136  6 52  134 34 54  136 21 16   0.37
    135 18 41   -13  0  0   11  0  0.8    65    45   -31  134 40  0  135 57 14  134 25 31  136 11 35   0.37
    135  8 51   -12  0  0   10 59 38.1    66    47   -31  134 30 15  135 47 18  134 15 48  136  1 36   0.37
    134 58 41   -11  0  0   10 59 15.2    66    49   -30  134 20 10  135 37  4  134  5 45  135 51 21   0.38
    134 48 13   -10  0  0   10 58 52.3    67    51   -30  134  9 45  135 26 31  133 55 21  135 40 47   0.38



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