The Moon will pass first quarter phase, appearing prominent in the evening sky and setting in the middle of the night.
From Fairfield , it will be visible from soon after it rises, at 12:40, until soon before it sets at 00:57.
At this time in its monthly cycle of phases, it appears almost exactly half illuminated.
The Moon orbits the Earth once every four weeks, causing its phases to cycle through new moon, first quarter, full moon, last quarter, and back to new moon once every 29.5 days.
As it progresses through this cycle, it is visible at different times of day. At first quarter, it appears high in the sky at sunset before sinking towards the horizon and setting in the middle of the night. More information about the Moon's phases is available here.
The exact moment of first quarter
The exact moment of first quarter is defined as the time when the Moon's ecliptic longitude is exactly 90° 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 first quarter moon can be observed at any time in the evening sky.
At the moment it reaches first quarter, the Moon's distance from the Earth will be 374,000 km. Its celestial coordinates will be as follows:
Object | Right Ascension | Declination | Constellation | Angular Size |
The Moon | 12h37m00s | 1°36'N | Virgo | 31'51" |
The coordinates above are given in J2000.0.
The sky on 3 Dec 2024
The sky on 3 December 2024 | ||||||||||||||||||||||||||||||||||
8% 2 days old |
All times shown in EST.
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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.
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01 Jul 2169 | – Moon at First Quarter |
09 Jul 2169 | – Full Moon |
17 Jul 2169 | – Moon at Last Quarter |
24 Jul 2169 | – New Moon |
Image credit
Simulated image courtesy of Tom Ruen.