Golden hour is defined by the sun's elevation angle, not by the time on a clock. The accepted standard places evening golden hour between the moment the sun sits at six degrees above the horizon and the moment it crosses four degrees below it. Morning golden hour reverses the sequence: from four degrees below the horizon to six degrees above. This ten-degree arc determines when the light takes on the warm color and low angle that make golden hour distinct, and the exact times that arc happens depend on your latitude, your longitude, and the date. There is no universal "one hour before sunset" rule — the window runs around forty minutes in the tropics, stretches past two hours at subarctic latitudes in June, and near the Arctic Circle in midsummer it merges into one continuous overnight glow.
Why the six-degree boundary
The upper boundary of six degrees above the horizon marks the point where the sun is still low enough that its light travels through significantly more atmosphere than it would at midday. That extra atmospheric path scatters shorter blue wavelengths and leaves the longer red and orange wavelengths to dominate, producing the warm cast that defines golden hour. As the sun climbs higher, the path shortens, the scattering decreases, and the light shifts back toward neutral white. The six-degree threshold is not arbitrary — it represents the angle where the color temperature and the shadow length both reach the range photographers consider ideal for soft, directional light.
The lower boundary at four degrees below the horizon is borrowed from the definition of civil twilight, which ends at six degrees below. Golden hour stops earlier, at minus four degrees, because beyond that point the direct sunlight is too dim to illuminate a scene on its own. The remaining light is scattered and indirect, and while it can be beautiful — this is blue hour — it no longer carries the warm, directional quality that defines golden hour. Some calculators extend golden hour all the way to sunset, defining it as zero degrees to six degrees above, but that version produces a shorter, less forgiving window and misses the softest few minutes just after the sun dips below the horizon.
How the calculation works
Calculating golden hour requires three inputs: your latitude, your longitude, and the date. From those, you compute the sun's position throughout the day and find the exact moments when the sun's elevation angle crosses six degrees above and four degrees below the horizon. The algorithm uses the same solar position formulas that drive sunrise and sunset calculators, often based on the work published in Jean Meeus's Astronomical Algorithms, which accounts for the Earth's axial tilt, orbital eccentricity, and the equation of time that makes solar noon drift slightly from clock noon.
The key output is a pair of timestamps: the start and end of the golden hour window. For evening golden hour, that means the moment the sun drops to six degrees elevation and the moment it falls to minus four degrees. For morning golden hour, the sequence reverses. Those timestamps are local to your time zone, so a calculator must also translate the UTC result into the correct offset for your location. Longitude determines how far east or west you are within that zone, which shifts the times by roughly four minutes per degree of longitude.
Why latitude changes everything
Latitude controls how steeply the sun descends below the horizon, which in turn controls how long it takes to pass through the golden hour arc. Near the equator, the sun drops almost vertically, so the ten-degree golden hour arc passes quickly — Singapore's evening golden window is 44 min in June. At higher latitudes, the sun sets at a shallow angle, so the same arc takes far longer to traverse: Anchorage's evening golden window is 2 hr 29 min in June. This is why blanket rules fail: a "one hour before sunset" guideline works reasonably well at forty degrees latitude but undercounts at sixty and overcounts at ten.
The effect is even more pronounced near the poles during summer. At latitudes above the Arctic Circle, the sun may never drop below six degrees during the peak of summer, so golden hour light persists for hours or never transitions into full darkness. Conversely, in winter at those same latitudes, the sun may never rise above six degrees, so the entire day sits in twilight or darkness. These extremes show why golden hour is fundamentally a solar geometry problem, not a time-of-day shortcut.
Seasonal variation
The length of golden hour changes with the season because the sun's path across the sky changes. During summer in the northern hemisphere, the sun rises and sets farther north, and its arc through the sky is longer and higher. That longer arc means the sun spends more time in the golden hour elevation range, especially at higher latitudes. In winter, the sun's path is shorter and lower, so it moves through the same angles more quickly at mid-latitudes and may not reach them at all near the poles. For a photographer, this means checking the exact golden hour times for the date you plan to shoot, not just assuming the window will match what it was a month earlier.
Why calculators disagree
Not every golden hour calculator uses the same definition. Some define golden hour as the period when the sun is between zero degrees (the horizon) and six degrees above it, which produces a shorter window and skips the softest minutes just after sunset. Others stretch the window to include the entire period until the sun is six degrees below the horizon, merging golden hour and civil twilight into a single span. The six-above to four-below definition used on GoldenHourly and by many photographers strikes a balance: it includes the warm, directional light immediately after the sun dips below the horizon while stopping before the light becomes too dim and indirect.
A second source of disagreement is atmospheric refraction. Refraction bends sunlight as it passes through the atmosphere, so the sun appears slightly higher than its geometric position. Most calculators account for standard refraction, but the exact amount varies with temperature and pressure. The difference is small — usually a few minutes at most — but it can shift the reported start or end time slightly compared to a calculator that uses a different refraction model.
Elevation and horizon obstructions
Standard golden hour calculations assume a flat, unobstructed horizon at sea level. If you are shooting from an elevated viewpoint or if mountains block part of the horizon, the effective sunset and golden hour times will differ from the calculated ones. Elevation delays sunset because you can see the sun for a few extra minutes as it dips below the geometric horizon, which extends the golden hour window slightly. Conversely, if a mountain ridge or tall building blocks the western horizon, the sun will disappear behind it earlier than the calculated sunset, and golden hour will end sooner. For precision, account for the elevation of your shooting location and any known obstructions, or plan to arrive early and observe the light directly.
Blue hour as the continuation
Golden hour does not end abruptly — it transitions into blue hour, the period from four degrees below the horizon to six degrees below. During blue hour, the sun is too far down to provide direct illumination, so the remaining light is scattered through the upper atmosphere and takes on a cool blue tone. For photographers, the two phases flow into each other, and many of the best twilight compositions happen in the overlap between the last minutes of golden hour and the first minutes of blue hour. Calculating both windows together gives you a complete picture of the usable light from sunset until full darkness.
Using a golden hour calculator
Rather than compute the angles yourself, use a calculator that takes your location and date as inputs and returns the exact start and end times for both golden hour and blue hour. A good calculator will also show you the sun's bearing at sunset so you know which direction to face, the length of the window so you can plan how much time you have, and a week-ahead forecast so you can pick the best evening. Every city page on GoldenHourly provides these details with live updates, a 7-day calendar, and the sun's current position, so you can plan a shoot with the precision that the light itself demands.
Sources & further reading
- NOAA Global Monitoring Laboratory — Solar Calculator (the reference algorithm for these times).
- Jean Meeus, Astronomical Algorithms, 2nd ed. (Willmann-Bell, 1998) — the sun-position math this site implements.
- timeanddate.com — The three types of twilight.