Daylight Hours Calculator

Calculate total daylight hours for any location and date. Plan travel activities around available sunlight using latitude and day-of-year inputs.

Location presets:

Season shortcuts:

Daylight Hours
14h 55m
Total: 14.92 hours
Darkness Hours
9.08 hrs
Night + twilight (545 minutes)
Day Length vs Equinox
+2.92 hrs
Difference from 12-hour standard

Daylight Across Seasons (at 40.70° latitude)

SeasonDaylight Hoursvs EquinoxVisual
Spring (Mar 20)12.00 hrs0.00 hrs
Summer (Jun 21)14.90 hrs+2.90 hrs
Autumn (Sep 23)12.00 hrs0.00 hrs
Winter (Dec 21)9.10 hrs-2.90 hrs
Definition: Daylight hours are calculated using solar declination and hour angle formulas. At the equator, days are always ~12 hours. Moving toward the poles, summer days lengthen and winter days shorten dramatically.
Planning notes, formulas, and examples

About the Daylight Hours Calculator

Daylight can change a trip more than many people expect. The same destination may have a long summer window for hiking and sightseeing, then only a short usable day in winter. At higher latitudes, that swing becomes dramatic.

This calculator estimates total daylight from latitude and day of year so you can judge how much usable light you will actually have on the ground. That is especially helpful when you are comparing travel months, planning outdoor itineraries, or deciding whether a destination works for an activity-heavy schedule.

The goal is not astronomical precision. It is to give you a practical daylight window for trip planning before you start booking tours, trail days, or photography sessions.

When This Page Helps

Available daylight changes what fits into a day, especially for hiking, driving, and sightseeing-heavy itineraries. This page helps you see whether a destination and season leave you with a comfortable window or a very compressed schedule.

How to Use the Inputs

  1. Enter the latitude of your travel destination.
  2. Enter the day of the year (1–365).
  3. Review the estimated daylight hours.
  4. Check the darkness hours for evening activity planning.
  5. Use the information to plan daily itineraries.
Formula used
Declination δ = 23.45° × sin(360/365 × (284 + day)) Hour Angle = arccos(−tan(lat) × tan(δ)) Daylight Hours = 2 × Hour Angle / 15

Example Calculation

Result: Approximately 21.2 hours of daylight

At 64°N latitude (Reykjavik, Iceland) on June 21st (summer solstice), the sun barely sets. The calculation gives about 21.2 hours of daylight, with the remaining hours being twilight rather than full darkness.

Tips & Best Practices

  • Plan outdoor activities during the longest daylight window for maximum exploration time.
  • At high latitudes in summer, twilight can last all night even when the sun technically sets.
  • Book sunset photography tours late in summer at high latitudes — sunset may not be until 10 PM or later.
  • Winter travel at high latitudes requires headlamps and planning around very short daylight.
  • Near the equator, daylight is consistently around 12 hours year-round — no seasonal adjustment needed.

Daylight by Latitude and Season

Equator (0°): ~12 hours year-round. 30° lat: 10–14 hours. 45° lat: 8.5–15.5 hours. 60° lat: 6–18.5 hours. Arctic/Antarctic Circle: 0–24 hours. Understanding these ranges is essential for travel planning at any latitude.

Planning Tips for Extreme Latitudes

In Iceland, Norway, or Alaska during winter, daylight may last only 4–6 hours. Schedule outdoor activities in a tight window. In summer, take advantage of near-24-hour daylight for marathon sightseeing — but don't forget to sleep.

Photography and Golden Hour

At higher latitudes, golden hour lasts longer because the sun crosses the horizon at a shallower angle. A sunset at 60°N can produce golden light for over an hour, whereas at the equator, the transition is 15–20 minutes. Plan photography sessions accordingly.

Sources & Methodology

Last updated:

Frequently Asked Questions

  • The equator receives approximately 12 hours of daylight every day of the year. The variation is minimal, only about 10–20 minutes between the longest and shortest days, making equatorial destinations predictable for planning.