Tide times in Langara Point — Other, Canada
Other, Canada
Mon 9 Mar
| Time | Height | Type |
|---|---|---|
| 05:16 | 7.12m | High tide |
| 12:11 | 4.29m | Low tide |
| 18:25 | 6.14m | High tide |
| 23:25 | 5.15m | Low tide |
This week
| Date | High tide | Low tide |
|---|---|---|
| Tue 3 Mar | 01:19 (7.29m) / 13:14 (7.43m) | 07:10 (4.12m) / 19:32 (3.52m) |
| Wed 4 Mar | 01:51 (7.42m) / 13:55 (7.33m) | 07:51 (3.95m) / 20:05 (3.67m) |
| Thu 5 Mar | 02:23 (7.47m) / 14:36 (7.16m) | 08:30 (3.87m) / 20:36 (3.92m) |
| Fri 6 Mar | 02:53 (7.45m) / 15:15 (6.94m) | 09:09 (3.89m) / 21:03 (4.22m) |
| Sat 7 Mar | 03:21 (7.37m) / 15:54 (6.68m) | 09:46 (3.98m) / 21:28 (4.54m) |
| Sun 8 Mar | 04:47 (7.26m) / 17:35 (6.41m) | 11:26 (4.12m) / 22:53 (4.85m) |
| Mon 9 Mar | 05:16 (7.12m) / 18:25 (6.14m) | 12:11 (4.29m) / 23:25 (5.15m) |
| Tue 10 Mar | 05:55 (6.95m) / 19:33 (5.93m) | 13:09 (4.45m) |
| Wed 11 Mar | 06:50 (6.76m) / 21:09 (5.83m) | 00:07 (5.42m) / 14:22 (4.55m) |
| Thu 12 Mar | 08:05 (6.63m) / 23:16 (5.95m) | 01:24 (5.63m) / 15:45 (4.51m) |
Location information
Nearby tide stations
Henslung Cove
8.4 km away
Wiah Point BC
51 km away
Masset BC
64.9 km away
Queen Charlotte City
129.5 km away
Dixon Entrance
149 km away
Ketchikan AK
150.3 km away
Tide times in Langara Point
Looking for tide information in Langara Point? Our comprehensive charts show you exactly when to visit.
Discover what you can do in Langara Point based on the tide schedule:
High tide
Explore coastal caves and hidden spots
Safe water levels for experienced jumpers
Enough depth for water sports
Low tide
Discover shells and sea treasures on exposed beaches
Collect worms and shellfish for fishing
Explore tidal pools teeming with marine life
The tidal patterns at Langara Point are predictable and follow lunar cycles. Neap tides occur around quarter moons, while spring tides happen during full and new moons.
Plan your activities around the tide schedule at Langara Point. Allow plenty of time to return before the tide turns.
Our tide predictions for Langara Point are calculated using astronomical data and local observations for maximum accuracy.