Ponthoile

Somme, Hauts-de-France, France 50.216°, 1.712°

19°C
Partly cloudy
High tide 13:48 3.42m Falling Low tide 19:32 0.75m
Next tide in 1h 10m
Today 1 Jun Tue 2 Jun Wed 3 Jun Thu 4 Jun Fri 5 Jun Sat 6 Jun Sun 7 Jun

Tide times in Ponthoile

High tide 02:06 3.53m Coef. 69
Low tide 08:00 0.74m
High tide 09:47 0.93m Coef. 71
Low tide 11:23 0.64m
High tide 14:26 3.42m
Low tide 20:17 0.79m
High tide 22:10 0.95m
Low tide 23:38 0.76m

Tide chart

Sun
Sunrise 05:45
Sunset 21:57
Day length 16h 12m
🌕 Moon phase
Full Moon 97% illumination
Weather
Temperature 14° / 17°C
Wind 31 km/h
Precipitation 6 mm
UV 7
Sea conditions
Waves 1.44m
Swell 1.04m
Period 7.6s
Sea state Slight

Weather forecast

Today 19° 14° 19 km/h
Tue 2 17° 14° 31 km/h 6 mm
Wed 3 20° 15° 26 km/h 0.1 mm
Thu 4 17° 13° 30 km/h 5 mm
Fri 5 16° 13° 23 km/h 3 mm

Rain radar Ponthoile Live

10-day tide forecast

Date High tide Low tide Coef. Weather
Mon 1 Jun Today 09:06 (0.95m)
13:48 (3.42m)
21:29 (1.01m) 		07:17 (0.69m)
10:45 (0.57m)
19:32 (0.75m)
23:02 (0.72m) 		73 19°
Tue 2 Jun 02:06 (3.53m)
09:47 (0.93m)
14:26 (3.42m)
22:10 (0.95m) 		08:00 (0.74m)
11:23 (0.64m)
20:17 (0.79m)
23:38 (0.76m) 		71 17°
Wed 3 Jun 02:44 (3.46m)
10:27 (0.85m)
15:05 (3.33m)
22:52 (0.84m) 		08:46 (0.76m)
11:57 (0.69m)
21:10 (0.77m) 		68 20°
Thu 4 Jun 03:23 (3.30m)
11:06 (0.75m)
15:44 (3.15m)
23:49 (0.73m) 		00:09 (0.76m)
09:36 (0.72m)
12:26 (0.69m)
22:25 (0.71m) 		63 17°
Fri 5 Jun 04:03 (3.05m)
16:25 (2.91m) 		00:24 (0.73m)
11:14 (0.66m)
23:45 (0.63m) 		58 16°
Sat 6 Jun 04:44 (2.77m)
17:08 (2.65m) 		12:20 (0.59m) 53 -
Sun 7 Jun 05:29 (2.50m)
17:54 (2.41m) 		00:35 (0.59m)
13:06 (0.56m) 		49 -
Mon 8 Jun 06:18 (2.27m)
18:48 (2.23m) 		01:23 (0.58m)
13:55 (0.56m) 		48 -
Tue 9 Jun 07:18 (2.14m)
13:17 (0.66m)
19:54 (2.17m) 		02:15 (0.59m)
12:26 (0.64m)
14:47 (0.58m) 		50 -
Wed 10 Jun 08:34 (2.17m)
14:07 (0.70m)
21:10 (2.33m) 		03:07 (0.60m)
13:09 (0.67m)
15:38 (0.60m) 		56 -
Mon 1 Jun Today 19°
07:17 0.69m
09:06 0.95m
10:45 0.57m
13:48 3.42m
19:32 0.75m
21:29 1.01m
23:02 0.72m
Coef. 73
Tue 2 Jun 17°
02:06 3.53m
08:00 0.74m
09:47 0.93m
11:23 0.64m
14:26 3.42m
20:17 0.79m
22:10 0.95m
23:38 0.76m
Coef. 71
Wed 3 Jun 20°
02:44 3.46m
08:46 0.76m
10:27 0.85m
11:57 0.69m
15:05 3.33m
21:10 0.77m
22:52 0.84m
Coef. 68
Thu 4 Jun 17°
00:09 0.76m
03:23 3.30m
09:36 0.72m
11:06 0.75m
12:26 0.69m
15:44 3.15m
22:25 0.71m
23:49 0.73m
Coef. 63
Fri 5 Jun 16°
00:24 0.73m
04:03 3.05m
11:14 0.66m
16:25 2.91m
23:45 0.63m
Coef. 58
Sat 6 Jun
04:44 2.77m
12:20 0.59m
17:08 2.65m
Coef. 53
Sun 7 Jun
00:35 0.59m
05:29 2.50m
13:06 0.56m
17:54 2.41m
Coef. 49
Mon 8 Jun
01:23 0.58m
06:18 2.27m
13:55 0.56m
18:48 2.23m
Coef. 48
Tue 9 Jun
02:15 0.59m
07:18 2.14m
12:26 0.64m
13:17 0.66m
14:47 0.58m
19:54 2.17m
Coef. 50
Wed 10 Jun
03:07 0.60m
08:34 2.17m
13:09 0.67m
14:07 0.70m
15:38 0.60m
21:10 2.33m
Coef. 56

Location information

Coordinates 50.2156°, 1.7116°
Timezone Europe/Paris
🌕 Moon phase Full Moon (97%)

Activity guide

The coastline around Ponthoile offers numerous activities depending on tide conditions:

High tide

Swimming

Best conditions for safe swimming with deeper water

Kayaking

Explore coastal caves and hidden spots

Jet skiing

Enough depth for water sports

Low tide

Rock pooling

Explore tidal pools teeming with marine life

Photography

Capture unique coastal landscapes

Crabbing

Find crabs in rocky areas

Nearby tide stations

Noyelles-Sur-Mer 3.7 km away Favières 4.2 km away Le Crotoy 6.2 km away Saint-Valery-Sur-Somme 6.7 km away Boismont 7.2 km away Le Hourdel 10.4 km away Pendé 11.1 km away Saint-Quentin-En-Tourmont 11.2 km away

Tide times in Ponthoile

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

Tides in Ponthoile are influenced by the gravitational pull of the moon and sun. The tidal range varies throughout the month, with spring tides bringing the highest and lowest water levels.

Always check tide times before visiting Ponthoile. Rising tides can cut off beaches and create dangerous currents.

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

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