Coastal Flood Warning
Coastal Hazard Message
National Weather Service Seattle WA
914 PM PST Wed Nov 5 2025
WAZ330-331-061330-
/O.CON.KSEW.CF.W.0001.000000T0000Z-251107T0600Z/
/O.CON.KSEW.SU.Y.0007.251106T1200Z-251107T0300Z/
Northern Washington Coast-Grays Harbor County Coast-
914 PM PST Wed Nov 5 2025
...COASTAL FLOOD WARNING REMAINS IN EFFECT UNTIL 10 PM PST
THURSDAY...
...HIGH SURF ADVISORY REMAINS IN EFFECT FROM 4 AM TO 7 PM PST
THURSDAY...
* WHAT...For the Coastal Flood Warning, moderate to major coastal
flooding is expected. Inundation of two to three feet above
ground level is possible along shorelines and low lying coastal
areas. For the High Surf Advisory, large breaking waves of 20 to
25 ft are expected.
* WHERE...Northern Washington Coast and Grays Harbor County
Coast zones.
* WHEN...For the Coastal Flood Warning, until 10 PM PST
Thursday. For the High Surf Advisory, from 4 AM to 7 PM PST
Thursday.
* IMPACTS...Significant coastal flooding due to high tides and
storm surge is expected. This is expected to lead to numerous
road closures. Low lying property including homes, businesses,
and some critical infrastructure may be inundated. Shoreline
erosion or damage may occur. Strong surf can knock people off
their feet, move driftwood and debris causing injury, and
cause localized beach and coastal erosion.
* ADDITIONAL DETAILS...There is high confidence in the water
levels reaching moderate to major flood inundations coincident
with the midday high tides, particularly in Westport and La
Push. Wave activity is expected to peak on Thursday,
potentially resulting in more impacts than the high tide on
Wednesday.
PRECAUTIONARY/PREPAREDNESS ACTIONS...
Take the necessary actions to protect flood-prone property. If
travel is required, do not drive around barricades or through
water of unknown depth.
Inundation above ground level refers to the height above the Mean
Higher High Water (MHHW) level.
Never turn your back on the ocean and keep children and pets
close. Know the tides and surf forecast. Follow warning signs and
respect barriers.
&&
$$