State · Australia
Tides in West Australia
292 places on the coast of West Australia: towns, beaches and harbors with today's tides, sun, moon and solunar periods, and the source of their tide.
- 292places
- 267with today's tides
- 56beaches
- 48harbors and piers
Main placesOther places In green, West Australia. Tap a neighboring state to go there.
- Sun 5:22 am–6:34 pm 13 h 11 min of daylight
- Moon 88% · 10:22 pm waning gibbous
- Spring tides Oct 27–29 full moon · with perigee
- Next phase Last quarter Mon, Nov 2 · 4:29 am
Main places
- Mandurah High tide 11:29 pm Low tide 9:24 am
- Bunbury High tide 10:27 pm Low tide 7:45 am
- Geraldton High tide 11:44 pm Low tide 7:15 am
- Albany High tide Low tide 9:14 am
- Sorrento High tide 10:41 pm Low tide 8:12 am
- Rockingham High tide 11:05 pm Low tide 8:36 am
- Halls Head High tide 11:29 pm Low tide 9:24 am
- Esperance High tide 11:43 am Low tide 7:44 am · 3:18 pm
- Hillarys High tide 10:41 pm Low tide 8:12 am
- Busselton High tide 10:44 pm Low tide 8:27 am
- Scarborough High tide 10:41 pm Low tide 8:12 am
- Karratha High tide 12:22 pm Low tide 6:26 am · 6:25 pm
- Beaconsfield High tide 11:05 pm Low tide 8:36 am
- Kwinana High tide 11:05 pm Low tide 8:36 am
- Derby High tide 3:26 am · 3:54 pm Low tide 10:29 am · 10:41 pm
- Wannanup High tide 10:55 pm Low tide 8:27 am
- Fremantle High tide 11:05 pm Low tide 8:36 am
- Yanchep High tide 10:41 pm Low tide 8:12 am
- North Fremantle High tide 10:47 pm Low tide 8:20 am
- South Fremantle High tide 11:05 pm Low tide 8:36 am
- City Beach High tide 12:02 am Low tide 10:58 am
- Duncraig High tide 10:41 pm Low tide 8:12 am
- Port Hedland High tide 12:07 am · 12:39 pm Low tide 6:25 am · 6:32 pm
- Mullaloo High tide 10:41 pm Low tide 8:12 am
Beaches in West Australia
Piers, jetties and inlets in West Australia
Places in West Australia, A to Z
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And 149 smaller places
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Islands and coasts
Understanding tides
Sun and moon: our own calculation with astronomy-engine. Places: GeoNames (CC BY 4.0). Coastline: © OpenStreetMap contributors (ODbL). How we calculate the tide