NWS Marine Forecast


   ANZ200-150000-  703 AM EDT Fri Aug 14 2026    .Synopsis for Massachusetts and Rhode Island coastal waters...  High pressure builds across the New England waters this weekend,  leading to tranquil boating conditions. A progressive system brings  unsettled weather Sunday night into Monday, with the potential for  gusty winds and building seas that may warrant Small Craft  Advisories. High pressure returns Tuesday through the middle of next  week.    $$
   ANZ234-150000-  Buzzards Bay-  703 AM EDT Fri Aug 14 2026    TODAY  NW winds 5 to 10 kt, becoming SW this afternoon. Seas  around 2 ft. Wave Detail: NW 1 foot at 4 seconds and SE 1 foot at  12 seconds. Isolated showers and tstms this afternoon.  TONIGHT  W winds 5 to 10 kt, becoming N after midnight. Seas  around 2 ft. Wave Detail: SW 1 foot at 3 seconds and E 1 foot at  10 seconds. Scattered showers in the evening.  SAT  N winds 5 to 10 kt, becoming SW in the afternoon. Seas  around 2 ft in the morning, then 1 foot or less. Wave Detail: NE  1 foot at 2 seconds and SW 1 foot at 3 seconds, becoming NE  1 foot at 2 seconds and SW 1 foot at 5 seconds.  SAT NIGHT  S winds 5 to 10 kt. Seas 1 foot or less. Wave  Detail: S 1 foot at 3 seconds and E 1 foot at 9 seconds.  SUN  SW winds around 5 kt, becoming S 10 to 15 kt with gusts up  to 20 kt in the afternoon. Seas 1 foot or less, then 2 to 3 ft in  the afternoon. Wave Detail: SW 1 foot at 3 seconds and E 1 foot  at 8 seconds, becoming SW 2 ft at 3 seconds and SE 1 foot at  8 seconds.  SUN NIGHT  S winds around 15 kt, increasing to 20 to 25 kt  after midnight. Seas 2 to 4 ft. Wave Detail: SW 4 ft at 5 seconds  and SE 1 foot at 8 seconds. A chance of showers in the evening,  then showers likely after midnight.  MON  S winds 20 to 25 kt with gusts up to 30 kt. Seas 2 to  4 ft. Showers likely.  MON NIGHT  NW winds 5 to 10 kt. Seas around 2 ft. A chance of  showers.  TUE AND TUE NIGHT  NE winds 5 to 10 kt, becoming SW. Seas  around 2 ft.    Winds and seas higher in and near tstms.    Seas are reported as significant wave height, which is the  average of the highest third of the waves. Individual wave  heights may be more than twice the significant wave height.    $$