The Moon will reach full phase. At this time of the month, it is visible for much of the night, rising at around dusk and setting at around dawn.
The Hunter's Moon
The sequence of full moons that fall through the year are sometimes assigned names such as the "Hunter's Moon", according to the months and seasons in which they fall. This practice has been popularised in recent decades by the Farmers' Almanac in the United States. The names used by that almanac claim to have ancient origins from Native American tribes. This claim has been examined in detail by Patricia Haddock's book Mysteries of the Moon (1992) and is partially true, but the selection of names is largely arbitrary.
Throughout history a great variety of different names have been given to the sequence of lunar cycles through the year, and modern lists of such names, such as those popularised by the Farmers' Almanac, tend to inevitably be a medley of names taken from many different cultures.
According to the Venerable Bede's De temporum ratione (The Reckoning of Time; 725 AD) – an authoritative account of the calendar used in Saxon England – the lunar month containing the second full moon after the September equinox (within autumn) was called the "month of sacrifice (Blōt-mōnaþ)".
The biography of Charlemagne (circa 817–833 AD), written a few years after his death, gives a name of the "autumn month (Herbist-mānod)" for the same lunar month.
Many almanacs state that the full moon which falls directly after the Harvest Moon is called the hunter's moon. This may fall in either October or November. The Oxford English Dictionary traces the term back to at least 1710. In 2256, this is the full moon of 3 November.
Observing the Moon in coming days
Over the nights following 3 November, the Moon will rise around an hour later each day, becoming prominent later in the night. Within a few days, it will only be visible in the pre-dawn and early-morning sky. By the time it reaches last quarter, a week after full moon, it will rise in the middle of the night and set at around noon.
The table below lists the rising and setting times of the moon in the days around full moon:
Date | Moonrise | Moonset | Phase |
29 Oct 2256 | 14:54 | 02:38 | 69% |
30 Oct 2256 | 15:26 | 03:41 | 78% |
31 Oct 2256 | 15:58 | 04:47 | 86% |
01 Nov 2256 | 16:31 | 04:56 | 93% |
02 Nov 2256 | 16:31 | 04:56 | 97% |
03 Nov 2256 | 16:49 | 07:17 | 100% |
04 Nov 2256 | 16:49 | 07:17 | 99% |
05 Nov 2256 | 17:37 | 08:25 | 96% |
06 Nov 2256 | 18:31 | 09:29 | 91% |
07 Nov 2256 | 19:31 | 10:27 | 82% |
The exact moment of full moon
The exact moment of full moon is defined as the time when the Moon's ecliptic longitude is exactly 180° away from the Sun's ecliptic longitude, as observed from the center of the Earth. However, the Moon does not appear in any way special at this instant in time, and a full moon can be observed at any time of night.
At the moment it reaches full phase, the Moon will lie at a declination of 12°12'N in the constellation Aries . It will lie at a distance of 365,000 km from the Earth. The chart below shows the size of this month's full moon in comparison to the largest (perigee) and smallest (apogee) possible apparent size of a full moon, drawn to scale.
The celestial coordinates of the Moon at the time it reaches full phase will be:
Object | Right Ascension | Declination | Constellation | Angular Size |
The Moon | 02h24m50s | 12°12'N | Aries | 32'39" |
The coordinates above are given in J2000.0.
The sky on 16 Aug 2024
The sky on 16 August 2024 | ||||||||||||||||||||||||||||||||||
92% 12 days old |
All times shown in EDT.
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Source
The circumstances of this event were computed using the DE430 planetary ephemeris published by the Jet Propulsion Laboratory (JPL).
This event was automatically generated by searching the ephemeris for planetary alignments which are of interest to amateur astronomers, and the text above was generated based on an estimate of your location.
Related news
03 Nov 2256 | – Full Moon |
10 Nov 2256 | – Moon at Last Quarter |
17 Nov 2256 | – New Moon |
25 Nov 2256 | – Moon at First Quarter |
Image credit
Simulated image courtesy of Tom Ruen.