(1/2)
Latest Coastal Waters Forecast by KBOX
Issued 11/2/2026 4:05 AM America/New_York.
Valid through 11/2/2026 5:00 PM America/New_York.
fzus51 kbox 020905
cwfbox
expires:202611022200;;126299
coastal waters forecast for massachusetts and rhode island
national weather service boston/norton ma
404 am est mon nov 2 2026
coastal waters from the merrimack river ma to watch hill ri out
to 60 nm
anz230-022200-
boston harbor-
404 am est mon nov 2 2026
.today...sw winds around 10 kt. waves around 2 ft.
.tonight...sw winds 5 to 10 kt. waves around 2 ft in the evening,
then 1 foot or less.
.tue...sw winds 5 to 10 kt, becoming s in the afternoon. waves
1 foot or less.
.tue night...sw winds 5 to 10 kt. waves 1 foot or less.
.wed and wed night...sw winds 5 to 10 kt. waves around 2 ft.
.thu...s winds 10 to 15 kt with gusts up to 20 kt. waves around
2 ft.
.thu night through fri night...se winds 5 to 10 kt. waves around
2 ft. rain likely.
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.
$$
(2/2)
Latest Coastal Waters Forecast by KBOX
Issued 11/2/2026 4:05 AM America/New_York.
Valid through 11/2/2026 5:00 PM America/New_York.
fzus51 kbox 020905
cwfbox
expires:202611022200;;126300
coastal waters forecast for massachusetts and rhode island
national weather service boston/norton ma
404 am est mon nov 2 2026
coastal waters from the merrimack river ma to watch hill ri out
to 60 nm
anz236-022200-
narragansett bay-
404 am est mon nov 2 2026
.today...sw winds 10 to 15 kt with gusts up to 20 kt. waves
around 2 ft.
.tonight...sw winds 10 to 15 kt, diminishing to 5 to 10 kt after
midnight. waves around 2 ft.
.tue...sw winds 5 to 10 kt. waves 1 foot or less.
.tue night...sw winds 5 to 10 kt. waves 1 foot or less.
.wed and wed night...s winds 5 to 10 kt. waves around 2 ft.
.thu...s winds 10 to 15 kt. waves around 2 ft.
.thu night through fri night...se winds 5 to 10 kt. waves 2 to
3 ft. rain likely.
seas are reported as significant wave height, which is the
average of the highest third of the waves. individual wave
heights may be more than twice the significant wave height.
$$
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