NWS Marine Forecast


   ANZ200-141800-  104 AM EDT Fri Jun 14 2024    .Synopsis for Massachusetts and Rhode Island coastal waters...  High pressure provides dry weather and southwest winds through  Friday. Then very late Fri into Fri night, an approaching cold  front will be accompanied by scattered showers and thunderstorms,  possibly accompanied by strong winds, downpours and frequent  lightning, especially near shore. Saturday morning a few showers may  linger, before the cold front exits offshore Saturday afternoon.  Meanwhile, a tropical low will likely track southeast of the 40N/70W  benchmark Saturday, then across eastern Georges Bank Sat night and  finally out to sea. High pressure builds over New England Sunday,  then offshore Monday. This will yield a prolong period of SSW flow  next week along with a very warm airmass.    $$
   ANZ235-141800-  Rhode Island Sound-  104 AM EDT Fri Jun 14 2024    REST OF TONIGHT  SW winds 10 to 15 kt with gusts up to 20 kt.  Seas 2 to 3 ft. Wave Detail: S 3 ft at 7 seconds and SE 2 ft at  8 seconds.  FRI  SW winds 10 to 15 kt with gusts up to 25 kt. Seas 2 to  3 ft. Wave Detail: S 3 ft at 7 seconds.  FRI NIGHT  SW winds 10 to 15 kt with gusts up to 20 kt,  becoming W 5 to 10 kt after midnight. Seas 2 to 3 ft. Wave  Detail: SW 2 ft at 5 seconds and SE 2 ft at 8 seconds. A chance  of showers in the evening, then showers likely after midnight.  Vsby 1 to 3 NM in the evening.  SAT  N winds 5 to 10 kt. Seas 2 to 3 ft. Wave Detail: NW 2 ft  at 5 seconds and SE 2 ft at 8 seconds. Showers likely in the  morning.  SAT NIGHT  NE winds 5 to 10 kt, becoming N after midnight. Seas  2 to 3 ft. Wave Detail: E 3 ft at 8 seconds and S 2 ft at  8 seconds.  SUN AND SUN NIGHT  SW winds 5 to 10 kt. Seas 2 to 3 ft. Wave  Detail: NE 3 ft at 7 seconds and S 2 ft at 8 seconds.  MON THROUGH TUE NIGHT  SW winds 10 to 15 kt with gusts up to  20 kt. Seas around 2 ft.    Seas are reported as significant wave height, which is the  average of the highest third of the waves. Individual wave  heights may be more than twice the significant wave height.    $$