NWS Marine Forecast


   ANZ200-061500-  1003 PM EDT Sun Jul 5 2026    .Synopsis for Massachusetts and Rhode Island coastal waters...  High pres noses down from northern New England as a wave of low pres  slides to the south of our waters Mon into Tue. A weak ridge of high  pres then builds over the waters Wed into Thu. A cold front will  then approach the waters sometime later Fri into Fri night.    $$
   ANZ251-061500-  Massachusetts Bay and Ipswich Bay-  1003 PM EDT Sun Jul 5 2026    OVERNIGHT  SE winds 5 to 10 kt. Seas 1 foot or less. Wave  Detail: SE 1 foot at 3 seconds and E 1 foot at 9 seconds. A  slight chance of showers.  MON  SE winds 5 to 10 kt, becoming E 10 to 15 kt in the  afternoon. Seas 1 foot or less, then around 2 ft in the  afternoon. Wave Detail: SE 1 foot at 4 seconds and E 1 foot at  10 seconds, becoming SE 1 foot at 3 seconds and E 1 foot at  10 seconds. A chance of showers.  MON NIGHT  E winds 10 to 15 kt, increasing to 15 to 20 kt after  midnight. Gusts up to 25 kt. Seas 2 to 3 ft. Wave Detail: SE 3 ft  at 4 seconds and E 1 foot at 10 seconds. Patchy fog. A chance of  showers in the evening, then showers likely after midnight. Vsby  1 to 3 NM.  TUE  NE winds 15 to 20 kt with gusts up to 25 kt. Seas 2 to  4 ft. Wave Detail: SE 4 ft at 6 seconds and E 1 foot at  10 seconds. Showers. Patchy fog in the morning with vsby 1 to  3 NM.  TUE NIGHT AND WED  NE winds 15 to 20 kt. Seas 3 to 4 ft. Wave  Detail: E 4 ft at 8 seconds and N 2 ft at 3 seconds. A chance of  showers.  WED NIGHT  S winds around 5 kt, becoming SW after midnight.  Seas 2 to 4 ft. Wave Detail: E 4 ft at 7 seconds and SW 1 foot at  6 seconds.  THU AND THU NIGHT  SW winds 5 to 10 kt, increasing to 10 to  15 kt. Gusts up to 20 kt. Seas 2 to 3 ft.  FRI  SW winds 5 to 10 kt. Seas around 2 ft. A chance of showers  and tstms.  FRI NIGHT  NW winds 5 to 10 kt. Seas around 2 ft. A chance of  showers.    Winds and seas higher in and near tstms.    Seas are reported as significant wave height, which is the  average of the highest third of the waves. Individual wave  heights may be more than twice the significant wave height.    $$