Newport Burrishoole

Connacht, Ireland 53.902°, -9.572°

17°C

Overcast

High tide 13:45 1.41m Falling Low tide 19:15 0.25m

Next tide in 3h 35m

Today 23 Jun Wed 24 Jun Thu 25 Jun Fri 26 Jun Sat 27 Jun Sun 28 Jun Mon 29 Jun

Tide times in Newport Burrishoole

High tide 00:59 1.60m

Low tide 07:22 0.15m

High tide 13:45 1.41m

Low tide 19:15 0.25m

Tide chart

Sun

Sunrise 05:04

Sunset 22:16

Day length 17h 12m

🌓 Moon phase

First Quarter 54% illumination

Weather

Temperature 15° / 18°C

Wind 17 km/h

Precipitation 0 mm

UV 4

Sea conditions

Waves 0.3m

Swell 0.28m

Period 5.4s

Sea state Calm

Weather forecast

Today 18° 15° 17 km/h

Wed 24 22° 15° 22 km/h 0.5 mm

Thu 25 24° 16° 22 km/h 2.38 mm

Fri 26 16° 14° 26 km/h 9.4 mm

Sat 27 17° 14° 22 km/h 6 mm

Rain radar Newport Burrishoole Live

10-day tide forecast

Date	High tide	Low tide	Weather
Tue 23 Jun Today	00:59 (1.60m) 13:45 (1.41m)	07:22 (0.15m) 19:15 (0.25m)	18°
Wed 24 Jun	02:06 (1.49m) 14:52 (1.43m) 21:51 (0.31m)	07:58 (0.12m) 19:59 (0.24m) 22:18 (0.31m)	22°
Thu 25 Jun	03:10 (1.46m) 15:53 (1.52m) 22:04 (0.28m)	08:32 (0.12m) 20:44 (0.23m) 23:28 (0.22m)	24°
Fri 26 Jun	04:08 (1.49m) 16:43 (1.65m) 22:32 (0.28m)	09:02 (0.14m) 21:27 (0.26m)	16°
Sat 27 Jun	04:57 (1.56m) 11:19 (0.28m) 17:26 (1.79m) 23:01 (0.32m)	00:18 (0.17m) 09:29 (0.20m) 12:12 (0.27m) 22:08 (0.30m)	17°
Sun 28 Jun	05:38 (1.65m) 11:52 (0.37m) 18:02 (1.93m) 23:23 (0.37m)	01:03 (0.16m) 09:53 (0.27m) 13:00 (0.34m) 22:52 (0.37m)	-
Mon 29 Jun	06:15 (1.73m) 12:25 (0.46m) 18:35 (2.04m)	01:44 (0.19m) 10:18 (0.33m) 13:41 (0.42m)	-
Tue 30 Jun	06:50 (1.80m) 12:53 (0.51m) 19:06 (2.12m)	02:21 (0.23m) 10:47 (0.38m) 14:17 (0.47m)	-
Wed 1 Jul	07:22 (1.84m) 13:18 (0.52m) 19:36 (2.16m)	02:54 (0.27m) 11:21 (0.40m) 14:47 (0.48m)	-
Thu 2 Jul	07:53 (1.85m) 13:47 (0.49m) 20:07 (2.15m)	03:22 (0.28m) 12:00 (0.39m) 15:11 (0.45m)	-

Tue 23 Jun Today 18°

00:59 1.60m

07:22 0.15m

13:45 1.41m

19:15 0.25m

Wed 24 Jun 22°

02:06 1.49m

07:58 0.12m

14:52 1.43m

19:59 0.24m

21:51 0.31m

22:18 0.31m

Thu 25 Jun 24°

03:10 1.46m

08:32 0.12m

15:53 1.52m

20:44 0.23m

22:04 0.28m

23:28 0.22m

Fri 26 Jun 16°

04:08 1.49m

09:02 0.14m

16:43 1.65m

21:27 0.26m

22:32 0.28m

Sat 27 Jun 17°

00:18 0.17m

04:57 1.56m

09:29 0.20m

11:19 0.28m

12:12 0.27m

17:26 1.79m

22:08 0.30m

23:01 0.32m

Sun 28 Jun

01:03 0.16m

05:38 1.65m

09:53 0.27m

11:52 0.37m

13:00 0.34m

18:02 1.93m

22:52 0.37m

23:23 0.37m

Mon 29 Jun

01:44 0.19m

06:15 1.73m

10:18 0.33m

12:25 0.46m

13:41 0.42m

18:35 2.04m

Tue 30 Jun

02:21 0.23m

06:50 1.80m

10:47 0.38m

12:53 0.51m

14:17 0.47m

19:06 2.12m

Wed 1 Jul

02:54 0.27m

07:22 1.84m

11:21 0.40m

13:18 0.52m

14:47 0.48m

19:36 2.16m

Thu 2 Jul

03:22 0.28m

07:53 1.85m

12:00 0.39m

13:47 0.49m

15:11 0.45m

20:07 2.15m

Location information

Coordinates 53.9021°, -9.5723°

Timezone Europe/Dublin

🌓 Moon phase First Quarter (54%)

Activity guide

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

High tide

Swimming

Best conditions for safe swimming with deeper water

Paddleboarding

Calm waters perfect for SUP sessions

Jet skiing

Enough depth for water sports

Low tide

Bait digging

Collect worms and shellfish for fishing

Photography

Capture unique coastal landscapes

Shell collecting

Discover shells and sea treasures on exposed beaches

Nearby tide stations

Newport Furnace 2.3 km away Roonagh Pier 26.8 km away Ballyglass 44.2 km away Ballyglass Harbour 44.3 km away Rossaveel Pier 70.6 km away Wolftone Bridge 78.1 km away Galway Port 78.4 km away Sligo 78.9 km away

Tide times in Newport Burrishoole

Discover the tide patterns in Newport Burrishoole. Essential data for all water sports enthusiasts and fishermen.

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

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

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