Sydney tide calendar, November 2026
High and low tides in local time (Australia/Sydney), heights in m above Lowest Astronomical Tide, calculated by Marinalo over 19 years.
| Day | Tide 1 | Tide 2 | Tide 3 | Tide 4 | Sun | Moon |
|---|---|---|---|---|---|---|
| Sun 1 | High 2:01 am 1.2 m | Low 7:28 am 0.6 m | High 2:05 pm 1.7 m | Low 9:06 pm 0.3 m | 5:55 am – 7:22 pm | Waning gibbous |
| Mon 2 | High 3:13 am 1.2 m | Low 8:44 am 0.6 m | High 3:15 pm 1.7 m | Low 10:11 pm 0.4 m | 5:54 am – 7:23 pm | Last quarter |
| Tue 3 | High 4:23 am 1.3 m | Low 10:02 am 0.6 m | High 4:24 pm 1.6 m | Low 11:10 pm 0.4 m | 5:53 am – 7:24 pm | Waning crescent |
| Wed 4 | High 5:24 am 1.4 m | Low 11:14 am 0.6 m | High 5:27 pm 1.6 m | Low 11:59 pm 0.4 m | 5:52 am – 7:25 pm | Waning crescent |
| Thu 5 | High 6:14 am 1.5 m | Low 12:16 pm 0.5 m | High 6:23 pm 1.5 m | 5:51 am – 7:26 pm | Waning crescent | |
| Fri 6 | Low 12:41 am 0.4 m | High 6:58 am 1.6 m | Low 1:11 pm 0.4 m | High 7:12 pm 1.5 m | 5:50 am – 7:27 pm | Waning crescent |
| Sat 7 | Low 1:19 am 0.4 m | High 7:38 am 1.7 m | Low 1:59 pm 0.4 m | High 7:58 pm 1.4 m | 5:49 am – 7:28 pm | Waning crescent |
| Sun 8 | Low 1:54 am 0.4 m | High 8:16 am 1.7 m | Low 2:44 pm 0.4 m | High 8:40 pm 1.4 m | 5:48 am – 7:29 pm | Waning crescent |
| Mon 9 | Low 2:28 am 0.4 m | High 8:53 am 1.8 m | Low 3:25 pm 0.4 m | High 9:21 pm 1.3 m | 5:48 am – 7:30 pm | New moon |
| Tue 10 | Low 3:01 am 0.5 m | High 9:29 am 1.8 m | Low 4:05 pm 0.4 m | High 10:01 pm 1.3 m | 5:47 am – 7:31 pm | Waxing crescent |
| Wed 11 | Low 3:34 am 0.5 m | High 10:04 am 1.7 m | Low 4:45 pm 0.4 m | High 10:40 pm 1.3 m | 5:46 am – 7:32 pm | Waxing crescent |
| Thu 12 | Low 4:08 am 0.5 m | High 10:40 am 1.7 m | Low 5:26 pm 0.4 m | High 11:21 pm 1.2 m | 5:45 am – 7:33 pm | Waxing crescent |
| Fri 13 | Low 4:43 am 0.6 m | High 11:18 am 1.7 m | Low 6:08 pm 0.5 m | 5:45 am – 7:34 pm | Waxing crescent | |
| Sat 14 | High 12:04 am 1.2 m | Low 5:22 am 0.7 m | High 11:59 am 1.6 m | Low 6:53 pm 0.5 m | 5:44 am – 7:34 pm | Waxing crescent |
| Sun 15 | High 12:51 am 1.2 m | Low 6:07 am 0.7 m | High 12:45 pm 1.6 m | Low 7:42 pm 0.5 m | 5:43 am – 7:35 pm | Waxing crescent |
| Mon 16 | High 1:44 am 1.1 m | Low 7:01 am 0.8 m | High 1:36 pm 1.5 m | Low 8:34 pm 0.5 m | 5:43 am – 7:36 pm | Waxing crescent |
| Tue 17 | High 2:43 am 1.2 m | Low 8:06 am 0.8 m | High 2:33 pm 1.5 m | Low 9:26 pm 0.6 m | 5:42 am – 7:37 pm | First quarter |
| Wed 18 | High 3:45 am 1.2 m | Low 9:17 am 0.8 m | High 3:32 pm 1.4 m | Low 10:16 pm 0.5 m | 5:41 am – 7:38 pm | Waxing gibbous |
| Thu 19 | High 4:42 am 1.3 m | Low 10:27 am 0.7 m | High 4:31 pm 1.4 m | Low 11:03 pm 0.5 m | 5:41 am – 7:39 pm | Waxing gibbous |
| Fri 20 | High 5:32 am 1.4 m | Low 11:30 am 0.6 m | High 5:27 pm 1.4 m | Low 11:46 pm 0.5 m | 5:40 am – 7:40 pm | Waxing gibbous |
| Sat 21 | High 6:16 am 1.5 m | Low 12:28 pm 0.5 m | High 6:21 pm 1.4 m | 5:40 am – 7:41 pm | Waxing gibbous | |
| Sun 22 | Low 12:28 am 0.4 m | High 6:58 am 1.7 m | Low 1:21 pm 0.4 m | High 7:14 pm 1.4 m | 5:39 am – 7:42 pm | Waxing gibbous |
| Mon 23 | Low 1:10 am 0.4 m | High 7:41 am 1.8 m | Low 2:12 pm 0.3 m | High 8:08 pm 1.4 m | 5:39 am – 7:43 pm | Waxing gibbous |
| Tue 24 | Low 1:54 am 0.4 m | High 8:26 am 1.9 m | Low 3:04 pm 0.2 m | High 9:02 pm 1.4 m | 5:39 am – 7:44 pm | Waxing gibbous |
| Wed 25 | Low 2:41 am 0.4 m | High 9:13 am 2.0 m | Low 3:57 pm 0.2 m | High 9:56 pm 1.4 m | 5:38 am – 7:45 pm | Full moon |
| Thu 26 | Low 3:30 am 0.4 m | High 10:03 am 2.0 m | Low 4:51 pm 0.1 m | High 10:51 pm 1.4 m | 5:38 am – 7:46 pm | Waning gibbous |
| Fri 27 | Low 4:21 am 0.4 m | High 10:55 am 2.0 m | Low 5:47 pm 0.2 m | High 11:47 pm 1.4 m | 5:38 am – 7:47 pm | Waning gibbous |
| Sat 28 | Low 5:16 am 0.5 m | High 11:50 am 2.0 m | Low 6:44 pm 0.2 m | 5:37 am – 7:48 pm | Waning gibbous | |
| Sun 29 | High 12:44 am 1.4 m | Low 6:15 am 0.5 m | High 12:48 pm 1.9 m | Low 7:41 pm 0.3 m | 5:37 am – 7:49 pm | Waning gibbous |
| Mon 30 | High 1:44 am 1.3 m | Low 7:19 am 0.6 m | High 1:47 pm 1.8 m | Low 8:37 pm 0.3 m | 5:37 am – 7:49 pm | Waning gibbous |
Calculated by Marinalo from the Sydney Fort Denison tide station: TICON-4: Hart-Davis et al., DGFI-TUM, CC BY 4.0, doi:10.17882/109129. Not for navigation. How we calculate tides.