Golden Hour Calculator

Calculate golden hour start/end times and the blue hour window from your latitude and date for any location — for landscape and portrait photos.

Golden & Blue Hour Times

Sunset time varies daily based on your geographic latitude, longitude, and the date. Photographers use it to plan golden hour — the roughly 30–60 minutes before sunset when light is warm, soft, and directional.

The Formula (simplified):

Sunset hour angle (H) = arccos(−tan(latitude) × tan(declination))

Solar declination (δ) = 23.45° × sin(360° × (284 + day_of_year) / 365)

Sunset time (UTC) = 12 + H / 15 − equation_of_time_correction − longitude / 15

Key Variables:

  • Latitude: Higher latitudes = extreme variation between summer and winter
  • Longitude: Each degree east or west shifts local solar time by 4 minutes
  • Day of year: Drives the declination calculation

Practical Reference — Sunset Times at Different Latitudes:

Latitude Jun 21 (summer) Dec 21 (winter)
25°N (Miami) 8:14 PM 5:32 PM
40°N (New York) 8:31 PM 4:32 PM
51°N (London) 9:21 PM 3:55 PM

Golden Hour Duration:

  • Tropics (0–15°N/S): Golden hour lasts only 20–30 minutes — sun sets almost vertically
  • Mid-latitudes (30–50°): Golden hour lasts 40–60 minutes
  • Near Arctic Circle: Golden hour can last 1–2 hours or more in summer

Worked Example:

Location: 40°N, 74°W (New York). Date: March 20 (day 79).

Declination ≈ 0° (equinox). Sunset ≈ 12:00 + 90/15 = 18:00 UTC = 7:00 PM EDT

Photographer Tips:

  • Blue hour (15–30 min after sunset) is equally valuable for cityscapes
  • Scout locations in advance — arrive 30 minutes early
  • West-facing subjects catch the most sunset light; east-facing subjects get beautiful reflected warm fill

How we build and check this calculator

This calculator runs entirely in your browser, so the numbers you enter stay on your device. The math behind it is written by hand and tested against worked examples and standard references before the page goes live.

SuperGlobalCalculator is independently built and maintained. See how we build and verify our calculators.


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