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Latest Coastal Waters Forecast by KLOX
Issued 3/12/2026 8:11 AM US/Pacific.
Valid through 3/12/2026 9:00 PM US/Pacific.
fzus56 klox 121511
cwflox
expires:202603130400;;548120
coastal waters forecast for california
national weather service los angeles/oxnard ca
811 am pdt thu mar 12 2026
point piedras blancas to san mateo point ca out 60 nm including the
channel islands national marine sanctuary
...see weather.gov/marine/wavedetail for more info on the new wave
detail format...
pzz655-130400-
inner waters from point mugu to san mateo pt. ca including santa
catalina and anacapa islands-
811 am pdt thu mar 12 2026
.today...nw wind 5 to 10 kt, becoming 10 to 15 kt this afternoon.
seas 2 to 3 ft. wave detail: w 2 ft at 9 seconds and s 2 ft at
18 seconds.
.tonight...malibu to santa monica, nw wind 10 to 20 kt becoming n
after midnight. otherwise, w wind 10 to 20 kt becoming n 5 to 10 kt
after midnight. seas 3 ft. wave detail: nw 2 ft at 5 seconds, w
2 ft at 9 seconds and s 2 ft at 17 seconds.
.fri...light winds. seas 2 to 3 ft. wave detail: w 2 ft at
8 seconds and s 2 ft at 16 seconds.
.fri night...w wind 5 to 10 kt in the evening, becoming light. seas
2 to 3 ft. wave detail: w 2 ft at 8 seconds and s 2 ft at
15 seconds. patchy fog after midnight.
.sat...light winds. seas 2 to 3 ft. wave detail: w 2 ft at
8 seconds and s 2 ft at 14 seconds. patchy fog in the morning.
.sat night...s wind 5 to 10 kt, becoming e after midnight. seas
2 to 3 ft. wave detail: w 2 ft at 9 seconds and s 2 ft at
14 seconds.
.sun...light winds, becoming sw 5 to 10 kt in the afternoon. seas
2 to 3 ft. wave detail: w 2 ft at 8 seconds and s 2 ft at
13 seconds.
.sun night...w wind 5 to 10 kt, becoming se after midnight. seas
2 to 3 ft. wave detail: w 2 ft at 9 seconds and s 2 ft at
14 seconds.
.mon...light winds, becoming w 5 to 10 kt in the afternoon. seas
2 to 3 ft. wave detail: w 2 ft at 9 seconds and s 2 ft at
17 seconds.
.mon night...w wind 10 to 15 kt in the evening, becoming light.
seas 2 to 3 ft. wave detail: w 2 ft at 10 seconds and s 2 ft at
17 seconds.
$$
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