Tue 3 Mar

☀️ Sunrise 07:13
🌙 Sunset 18:15
🌕 Moon phase Full Moon (99%)
Time Height Type
05:06 2.47m Low tide
11:28 5.23m High tide
17:23 2.64m Low tide
23:39 5.57m High tide

This week

Date High tide Low tide
Tue 3 Mar 11:28 (5.23m) / 23:39 (5.57m) 05:06 (2.47m) / 17:23 (2.64m)
Wed 4 Mar 12:07 (5.27m) 05:51 (2.43m) / 18:06 (2.55m)
Thu 5 Mar 00:19 (5.60m) / 12:40 (5.31m) 06:31 (2.45m) / 18:45 (2.53m)
Fri 6 Mar 00:54 (5.60m) / 13:11 (5.35m) 07:07 (2.51m) / 19:21 (2.54m)
Sat 7 Mar 01:26 (5.59m) / 13:42 (5.39m) 07:41 (2.58m) / 19:55 (2.57m)
Sun 8 Mar 01:59 (5.55m) / 14:14 (5.41m) 08:13 (2.64m) / 20:28 (2.64m)
Mon 9 Mar 02:32 (5.48m) / 14:49 (5.39m) 08:45 (2.72m) / 21:01 (2.74m)
Tue 10 Mar 03:07 (5.37m) / 15:25 (5.31m) 09:16 (2.84m) / 21:36 (2.87m)
Wed 11 Mar 03:45 (5.22m) / 16:05 (5.20m) 09:50 (2.98m) / 22:14 (3.02m)
Thu 12 Mar 04:29 (5.05m) / 16:52 (5.09m) 10:29 (3.15m) / 23:04 (3.18m)

Location information

Coordinates 53.4632°, 6.839°
Timezone Europe/Berlin
Moon phase 🌕 Full Moon (99%)

Nearby tide stations

Eems Meetpaal

1.8 km away

Emshrn

3.5 km away

Dukegat

6.6 km away

Borkum

12 km away

Borkum Fischerbalje

12.1 km away

Borkumfischerbalje

12.2 km away

Tide times in Eemshaven

Looking for tide information in Eemshaven? Our comprehensive charts show you exactly when to visit.

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

High tide

Swimming

Best conditions for safe swimming with deeper water

Sailing

Ideal for boat departures and arrivals

Kayaking

Explore coastal caves and hidden spots

Low tide

Photography

Capture unique coastal landscapes

Rock pooling

Explore tidal pools teeming with marine life

Bait digging

Collect worms and shellfish for fishing

Understanding tides at Eemshaven 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 Eemshaven. Some areas can become inaccessible during high tide.

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