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Sunrise & Sunset Times in Warner Robins, GA

Today's exact sunrise, sunset, and daylight hours for Warner Robins, Georgia. Plus solar noon, civil twilight, and golden hour times — calculated from Warner Robins's coordinates (32.61° N, 83.62° W).

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About sunrise and sunset in Warner Robins

Warner Robins, GA sits at 32.61° N latitude in the subtropical zone. The longest day of the year here lasts about 14h 6m (around the summer solstice in June), while the shortest day shrinks to 9h 54m — a year-round swing of 4h 18m. Because Warner Robins is in the eastern part of the New York time zone, solar noon arrives roughly 34 minutes after clock noon.

Subtropical — distinct but mild seasonal swing. The sun rises roughly east, swinging northeast in summer and southeast in winter, and sets roughly west, swinging northwest in summer and southwest in winter. Civil twilight (the period when the sun is between 0° and 6° below the horizon) lasts approximately 33 minutes around the equinoxes — a noticeable extended dawn and dusk window.

Quick facts for Warner Robins

Latitude32.6130° N
Longitude83.6243° W
Time zoneAmerica/New_York
HemisphereNorthern
Latitude bandSubtropical
Longest day~14h 6m (summer solstice)
Shortest day~9h 54m (winter solstice)
Annual variation~4h 18m
Solar noon offset+34 min from clock noon
Civil twilight (equinox)~33 minutes

Solar noon offset reflects Warner Robins's position in its time zone — the further from the time zone's standard meridian, the further the actual midday drifts from 12:00 on the clock.

Sunrise & Sunset in Warner Robins

Today's sunrise and sunset times in Warner Robins, GA. See exact sunrise, sunset, and daylight hours for Warner Robins. Updated daily.

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Sunrise and sunset FAQ for Warner Robins

How accurate are the Warner Robins sunrise and sunset times?

Times are calculated using NOAA-grade astronomical algorithms based on Warner Robins's exact coordinates (32.6130, -83.6243) and time zone (America/New_York). Accuracy is typically within 1 minute. Local horizon obstructions (mountains, tall buildings) can shift the visible sunrise/sunset by a few minutes compared to the calculated value.

How long is the longest day of the year in Warner Robins?

At Warner Robins's latitude of 32.61° N, the longest day stretches to about 14h 6m on the June solstice. The shortest day, on the December solstice, is around 9h 54m — a year-round swing of roughly 4h 18m.

When is golden hour in Warner Robins?

Golden hour in Warner Robins occurs in the ~60-minute window after sunrise and before sunset, when the sun is low (typically below 6° elevation) and light is softer and warmer. Photographers favour this window for portraits and landscapes. The exact start/end depends on the season — golden hour is shorter near the equinoxes and longer in winter when the sun travels at a shallower angle.

Do Warner Robins sunrise times change with daylight saving time?

Yes. All times shown here use Warner Robins's local clock, which switches between standard time and daylight saving time on the dates set by US federal law (second Sunday in March, first Sunday in November). The actual position of the sun does not change — only the clock face does. See our Daylight Saving Time guide for the next change date.

In which direction does the sun rise and set in Warner Robins?

In Warner Robins, the sun rises in the east, swinging northeast in summer and southeast in winter, and sets in the west, swinging northwest in summer and southwest in winter. On the equinoxes (around 20 March and 22 September), the sun rises due east and sets due west. Between those dates, the sunrise/sunset points shift along the horizon as Earth's axial tilt changes the sun's declination.

What is solar noon, and when does it happen in Warner Robins?

Solar noon is the moment the sun is at its highest point in the sky for the day. In Warner Robins, solar noon arrives roughly 34 minutes after clock noon, because Warner Robins sits in the eastern partof its time zone. The exact offset shifts a few minutes through the year due to Earth's elliptical orbit (the "equation of time").

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