Coastal Flood Warning
Coastal Hazard Message
National Weather Service Baltimore MD/Washington DC
242 PM EDT Wed Oct 1 2025
MDZ014-020400-
/O.CON.KLWX.CF.W.0006.251002T0000Z-251002T0900Z/
/O.CON.KLWX.CF.Y.0052.251002T0900Z-251002T2100Z/
Anne Arundel-
242 PM EDT Wed Oct 1 2025
...COASTAL FLOOD WARNING REMAINS IN EFFECT FROM 8 PM THIS EVENING
TO 5 AM EDT THURSDAY...
...COASTAL FLOOD ADVISORY REMAINS IN EFFECT FROM 5 AM TO 5 PM EDT
THURSDAY...
* WHAT...For the Coastal Flood Warning, one to two feet of
inundation above ground level in low-lying areas due to tidal
flooding. For the Coastal Flood Advisory, up to one foot of
inundation above ground level in low-lying areas due to tidal
flooding.
* WHERE...Shoreline in Anne Arundel County.
* WHEN...For the Coastal Flood Warning, from 8 PM this evening
to 5 AM EDT Thursday, especially around the time of high tide.
For the Coastal Flood Advisory, from 5 AM to 5 PM EDT
Thursday, especially around the time of high tide.
* IMPACTS...At 3.2 feet, water begins to approach businesses on
Dock Street in Annapolis. The City Dock parking lot is
flooded. Compromise Street is flooded.
* ADDITIONAL DETAILS...Tides one and a half to two feet above
normal. The next high tides at Annapolis U.S. Naval Academy are
at 1:54 AM overnight and 1:35 PM Thursday afternoon.
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.
&&
Time of high total tides are approximate to the nearest hour.
Severn River at Annapolis
MLLW Categories - Minor 2.6 ft, Moderate 3.3 ft, Major 5.0 ft
MHHW Categories - Minor 1.2 ft, Moderate 1.9 ft, Major 3.6 ft
Total Total Departure
Day/Time Tide Tide from Norm Waves Flood
ft MLLW ft MHHW ft ft Impact
-------- --------- --------- --------- ------- --------
01/02 PM 2.0 0.6 0.9 0.5 None
02/02 AM 3.4 2.0 1.8 1.0 Moderate
02/01 PM 2.9 1.5 1.7 1.0 Minor
03/02 AM 3.0 1.6 1.4 1.0 Minor
03/12 PM 2.3 0.9 1.2 0.5 None
04/03 AM 2.4 1.0 0.8 0.5 None
&&
$$