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Why December Has The Longest Days

Below is a short summary and detailed review of this video written by FutureFactual:

December Daylength Paradox: Why the Longest Solar Day Occurs Around the Solstice

The video explores a counterintuitive daylight puzzle in the Northern Hemisphere: December has the fewest daylight hours, yet the actual solar day measured by a sundial is sometimes the longest of the year. This stems from two main factors: the Earth’s elliptical orbit causing slight speed changes as we move around the Sun, and the tilt of the planet's axis which changes how long a line of longitude stays aligned with the Sun. On December 22, these effects combine to push the sundial day length to 86,430 seconds, about 30 seconds longer than the clock day. Those extra seconds are redistributed to subsequent days, causing solar noon to drift later by about 30 seconds per day near the solstice. The video also explains why sunset appears earlier and sunrise appears later around this time.

  • axial-tilt and elliptical-orbit contributions lengthen the solar day
  • December solstice alignment leads to the maximum solar day length
  • solar noon shifts ~30 seconds later each day around the solstice
  • civil time and solar time diverge around the solstice, influencing sunrise/sunset patterns

Introduction to the Daylight Paradox

The video delves into a daily timekeeping puzzle: in the Northern Hemisphere December features the shortest daylight, yet the measured length of a solar day on the sundial can be the longest of the year. Civil clocks assume a perfect 86,400-second day on average, but a solar day is the actual rotation needed for the Sun to return overhead at a given place. This is not a simple 360-degree rotation because Earth is both rotating and orbiting the Sun. The result is a solar day that can be slightly longer than the clock day, depending on where the Earth is in its orbit and how the axis tilts toward or away from the Sun.

Two Mechanisms Behind the Lengthening of the Solar Day

First, the elliptical shape of Earth’s orbit means that when the planet is closer to the Sun the orbital speed is faster. This causes the Sun to appear a bit farther along its apparent path on the sky each day, requiring a bit more rotation of the Earth to bring the Sun back to the same overhead position. The video quantifies this extra rotation as about 0.033 degrees, which translates into a small increase in the solar day length. Second, the axial tilt of the Earth causes only a portion of each longitude line to be directly aligned with the Sun at any given time. When the tilt points toward or away from the Sun, this alignment window changes, effectively requiring more rotation for the Sun to return overhead. This tilt-related effect adds roughly 0.088 degrees of rotation, contributing a larger portion of the total daily increase in solar time.

Why December 22 Stands Out

The video notes a geologic coincidence: the Earth’s closest approach to the Sun, perihelion, occurs at a time that nearly coincides with one of the two times each year when the tilt is oriented toward the Sun. The two effects—perihelion speed and axial tilt—add up to lengthen the real sundial day length on December 22 to 86,430 seconds, a grand total of 30 extra seconds compared with the standard civil day. Those 30 seconds are not lost; they are carried forward into December 23 and beyond, which explains why solar noon shifts about 30 seconds later each day around the solstice.

Implications for Sunsets, Sunrises and Timekeeping

As solar time diverges from clock time, the Northern Hemisphere experiences an earlier sunset than one might expect and a later sunrise after the solstice. This is a natural consequence of the accumulating difference between solar time and civil time during this part of the year. The video highlights that the interplay of orbital dynamics and axial tilt not only shapes the length of a day but also affects daily timing of solar noon and the length of daylight, reinforcing the nuanced relationship between astronomical mechanics and our conventional timekeeping system.

Conclusion

The key takeaway is that a day measured by a sundial is not fixed at a precise 86,400 seconds. The two main mechanisms—the elliptical orbit and the axial tilt—combine to produce the longest solar day near the solstice, which in turn drives the observed calendar phenomena around December. This explanation reconciles why December can feel paradoxical: shorter daylight hours but a longer solar day, along with a daily drift of solar noon as the solstice approaches.

To find out more about the video and minutephysics go to: Why December Has The Longest Days.

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