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    Home ASIA-PACIFIC Nauru

    Rise and Set Times of NEO Asteroid 2026 HE5 Today

    The Analyst by The Analyst
    April 28, 2026
    in Nauru



    TRANSITS
    03:18
    Altitude: 20.9°

    7h 8m ago


    SETS
    07:47
    Azimuth: 241°

    2h 38m ago


    RISES
    23:10
    Azimuth: 122°

    In 12h 44m


    Today April 29 2026 HE5
    transits at 03:18, sets at 07:47 and rises at 23:10 (local times, Europe/London).

    This sequence represents the strict chronological order of events happening on April 29, between 00:00 and 23:59 local time. In this case 2026 HE5 is already above the horizon at the beginning of the day (i.e. 00:00 local), so the order of events does not follow the intuitive rise→transit→set sequence.


    For additional clarity, the following timeline shows the sequence of rise, transit, set events and the visibility of 2026 HE5 over the course of three days. Cyan bars indicate when the object is above the horizon. The | marker shows the current time.

    Yesterday: Apr, 28 Today: Apr, 29 Tomorrow: Apr, 30 TRANSIT 02:57 SET 07:50 RISE 22:42 TRANSIT 03:18 SET 07:47 RISE 23:10 TRANSIT 03:30 SET 07:45 RISE 23:28 Now

    Tomorrow’s Rise and Set Events of of NEO Asteroid 2026 HE5


    Planning for the day ahead? Here are the rise and set times of NEO Asteroid 2026 HE5 in Greenwich, UK for tomorrow, April 30:


    TRANSITS
    03:30
    Altitude: 18.6°

    Tomorrow

    READ ALSO

    Nauru is so much more than this statistic! #nauru #pacificislands #traveler – YouTube

    Nauru (arr. P. Breiner) : Nauru (Song of Nauru, "Nauru our homeland, the land we dearly love…")


    SETS
    07:45
    Azimuth: 237°

    Tomorrow


    RISES
    23:28
    Azimuth: 125°

    Tomorrow

     

    Compute Rise and Set Times of 2026 HE5 for a Different Location


    Select a country from the following list to compute the rise and set times of 2026 HE5:

    Notes About the Computation and Precision


    Rise and set times are defined as the time at which 2026 HE5 reaches the horizon, accounting for the effects of
    atmospheric refraction.


    To model the effects of refraction, our computations use Jean Meeus’ simplified formulas described in his book ‘Astronomical Algorithms,’ which should deliver results accurate to approximately one minute in most cases.

    Additional Resources on TheSkyLive



    Source link

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