Fri 6 Mar

☀️ Sunrise 07:00
🌙 Sunset 18:15
🌖 Moon phase Waning Gibbous (95%)
Time Height Type
03:29 6.62m High tide
09:51 3.10m Low tide
15:47 6.35m High tide
22:03 3.14m Low tide

This week

Date High tide Low tide
Tue 3 Mar 01:32 (6.49m) / 14:03 (6.23m) 07:57 (3.08m) / 20:13 (3.29m)
Wed 4 Mar 02:16 (6.59m) / 14:41 (6.28m) 08:39 (3.04m) / 20:52 (3.20m)
Thu 5 Mar 02:54 (6.63m) / 15:15 (6.32m) 09:17 (3.06m) / 21:29 (3.16m)
Fri 6 Mar 03:29 (6.62m) / 15:47 (6.35m) 09:51 (3.10m) / 22:03 (3.14m)
Sat 7 Mar 04:01 (6.59m) / 16:17 (6.38m) 10:22 (3.14m) / 22:34 (3.14m)
Sun 8 Mar 04:31 (6.54m) / 16:44 (6.40m) 10:51 (3.18m) / 23:02 (3.16m)
Mon 9 Mar 04:57 (6.47m) / 17:11 (6.40m) 11:17 (3.23m) / 23:30 (3.23m)
Tue 10 Mar 05:26 (6.37m) / 17:44 (6.34m) 11:46 (3.33m)
Wed 11 Mar 06:05 (6.22m) / 18:28 (6.21m) 00:03 (3.36m) / 12:21 (3.50m)
Thu 12 Mar 06:58 (6.01m) / 19:26 (6.05m) 00:47 (3.55m) / 13:08 (3.71m)

Location information

Coordinates 53.7202°, 8.3086°
Timezone Europe/Berlin
Moon phase 🌖 Waning Gibbous (95%)

Nearby tide stations

Hooksielplate

11.8 km away

Robbensdsteert

12.7 km away

Mellumplate

15.3 km away

Jadeweserport

16.7 km away

Schillig

17.3 km away

Alte Weser

19.9 km away

Tide times in Dwarsgat

Find accurate tide schedules for Dwarsgat. Whether for fishing, sailing, or beach walks, get the information you need.

Make the most of Dwarsgat's coastal environment with these tide-dependent activities:

High tide

Jet skiing

Enough depth for water sports

Swimming

Best conditions for safe swimming with deeper water

Sailing

Ideal for boat departures and arrivals

Low tide

Photography

Capture unique coastal landscapes

Bait digging

Collect worms and shellfish for fishing

Crabbing

Find crabs in rocky areas

Understanding tides at Dwarsgat helps you stay safe and make the most of your visit. Tides follow a roughly 12-hour cycle, with two high tides and two low tides each day.

Be aware of local conditions at Dwarsgat. Some areas can become inaccessible during high tide.

Our tide predictions for Dwarsgat are calculated using astronomical data and local observations for maximum accuracy.