Instant · Precise · Universal
28 units available
6 categories total
To convert fortnights to days: multiply by 14. To convert fortnights to weeks: multiply by 2.
1 fortnight = 14 d = 2 wk = 336 h = 1,209,600 s.
For example, 1 Fortnight (fn) = 14.03833074 Day (Sidereal) (d (Sid)).
| Fortnight (fn) | Day (Sidereal) (d (Sid)) |
|---|---|
| 0.1 | 1.403833074 |
| 0.5 | 7.019165368 |
| 1 | 14.03833074 |
| 2 | 28.07666147 |
| 5 | 70.19165368 |
| 10 | 140.3833074 |
| 25 | 350.9582684 |
| 50 | 701.9165368 |
| 100 | 1403.833074 |
| 500 | 7019.165368 |
| 1000 | 14038.33074 |
A fortnight is a unit of time equal to 14 days, or two weeks (1,209,600 seconds).
1 fortnight = 14 d = 2 wk = 336 h = 1,209,600 s.
To convert fortnights to days: multiply by 14. To convert fortnights to weeks: multiply by 2.
Fortnightly pay cycles (common in Australia and UK), rental payment periods, and magazine publication schedules.
In Australia, being paid 'fortnightly' is the most common pay cycle. The FFF system defines speed in furlongs per fortnight.
Americans may be unfamiliar with the term. In US English, 'two weeks' is the standard equivalent.
Fortnight = fourteen nights. In countries where it's common, it's as natural as saying 'week' — just meaning two of them.
The sidereal day is the time for Earth to rotate once relative to distant stars — approximately 23 hours, 56 minutes, and 4 seconds (86,164.0905 seconds).
1 sidereal day ≈ 23 h 56 min 4.09 s = 86,164.09 s. About 3 min 56 s shorter than a solar day.
To convert sidereal days to solar days: multiply by 0.99727. To hours: multiply by 23.9345.
Telescope pointing and tracking, satellite ground track calculations, and astronomical observation scheduling.
Because of the ~4-minute difference, the night sky shifts gradually — the same star appears at the same position about 4 minutes earlier each night.
Equating sidereal day with solar day. The ~4-minute difference accumulates — after 6 months, sidereal noon is at solar midnight.
Imagine Earth spinning AND orbiting: after one full spin (sidereal day), Earth has moved in its orbit, so the Sun hasn't quite returned to the same position — that takes ~4 more minutes.



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