Tue 3 Mar

☀️ Sunrise 07:02
🌙 Sunset 18:04
🌕 Moon phase Full Moon (99%)
Time Height Type
04:48 5.76m High tide
11:26 2.69m Low tide
17:19 5.46m High tide
23:42 2.87m Low tide

This week

Date High tide Low tide
Tue 3 Mar 04:48 (5.76m) / 17:19 (5.46m) 11:26 (2.69m) / 23:42 (2.87m)
Wed 4 Mar 05:33 (5.86m) / 17:58 (5.53m) 12:10 (2.71m)
Thu 5 Mar 06:12 (5.91m) / 18:32 (5.60m) 00:24 (2.85m) / 12:49 (2.77m)
Fri 6 Mar 06:47 (5.92m) / 19:05 (5.67m) 01:01 (2.84m) / 13:24 (2.82m)
Sat 7 Mar 07:21 (5.92m) / 19:38 (5.74m) 01:36 (2.83m) / 13:56 (2.83m)
Sun 8 Mar 07:55 (5.90m) / 20:13 (5.79m) 02:09 (2.80m) / 14:27 (2.81m)
Mon 9 Mar 08:31 (5.85m) / 20:50 (5.79m) 02:42 (2.78m) / 14:58 (2.81m)
Tue 10 Mar 09:08 (5.74m) / 21:29 (5.72m) 03:15 (2.79m) / 15:30 (2.85m)
Wed 11 Mar 09:49 (5.58m) / 22:12 (5.59m) 03:51 (2.87m) / 16:05 (2.95m)
Thu 12 Mar 10:36 (5.38m) / 23:03 (5.44m) 04:30 (2.99m) / 16:46 (3.09m)

Location information

Coordinates 53.6094°, 9.5843°
Timezone Europe/Berlin
Moon phase 🌕 Full Moon (99%)

Nearby tide stations

Stadersand

4.4 km away

Lhort

5.3 km away

Pinnausperrwerkap

7.1 km away

Schulau

9.1 km away

Uetersen

9.8 km away

Grauerortreede

9.8 km away

Tide times in Hetlingen

Check the tide times in Hetlingen to plan your coastal activities. Our forecasts help you make the most of the sea.

Discover what you can do in Hetlingen based on the tide schedule:

High tide

Kayaking

Explore coastal caves and hidden spots

Paddleboarding

Calm waters perfect for SUP sessions

Jet skiing

Enough depth for water sports

Low tide

Photography

Capture unique coastal landscapes

Rock pooling

Explore tidal pools teeming with marine life

Shell collecting

Discover shells and sea treasures on exposed beaches

The tidal patterns at Hetlingen 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 Hetlingen. Allow plenty of time to return before the tide turns.

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