State · India
Tides in Maharashtra
157 places on the coast of Maharashtra: towns, beaches and harbors with today's tides, sun, moon and solunar periods, and the source of their tide.
- 157places
- 129with today's tides
- 1beach
- 1harbor or pier
Main placesOther places In green, Maharashtra. Tap a neighboring state to go there.
- Sun 6:37 am–6:07 pm 11 h 30 min of daylight
- Moon 87% · 8:57 pm waning gibbous
- Spring tides Nov 10–12 new moon
- Next phase Last quarter Mon, Nov 2 · 1:59 am
Main places
- Mumbai No tide station nearby
- Navi Mumbai No tide station nearby
- Thāne No tide station nearby
- Virār No tide station nearby
- Bhayandar High tide 1:53 am · 1:26 pm Low tide 8:11 am · 8:11 pm
- Pālghar No tide station nearby
- Sopāra High tide 1:57 am · 1:30 pm Low tide 8:17 am · 8:16 pm
- Airoli No tide station nearby
- Ratnagiri High tide 12:50 am · 11:55 am Low tide 6:16 am · 6:27 pm
- Dāhānu High tide 2:58 am · 2:43 pm Low tide 10:00 am · 10:01 pm
- Vengurla High tide 12:51 am · 11:46 am Low tide 6:21 am · 6:30 pm
- Uran High tide 2:36 am · 2:33 pm Low tide 9:01 am · 9:12 pm
- Gorai High tide 1:43 am · 1:16 pm Low tide 7:53 am · 7:52 pm
- Revadanda High tide 1:19 am · 12:48 pm Low tide 7:09 am · 7:14 pm
- Alībāg High tide 1:26 am · 12:57 pm Low tide 7:19 am · 7:23 pm
- Tārāpur High tide 2:49 am · 2:20 pm Low tide 9:17 am · 9:13 pm
- Mālvan High tide 12:51 am · 11:45 am Low tide 6:19 am · 6:28 pm
- Srīvardhan High tide 1:05 am · 12:27 pm Low tide 6:37 am · 6:45 pm
- Chinchani High tide 2:50 am · 2:20 pm Low tide 9:18 am · 9:14 pm
- Murud High tide 1:16 am · 12:46 pm Low tide 7:05 am · 7:11 pm
- Varsoli High tide 1:28 am · 1:01 pm Low tide 7:20 am · 7:24 pm
- Dābhol High tide 12:55 am · 12:09 pm Low tide 6:22 am · 6:32 pm
- Kegaon High tide 2:47 am · 2:48 pm Low tide 9:13 am · 9:24 pm
- Harnai High tide 12:59 am · 12:16 pm Low tide 6:27 am · 6:37 pm
All places in Maharashtra, A to Z
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Nearby states
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