Coyote Creek Tam Valley — CA, United States

Tide times & tide chart

2.8 ft1:12am1.6 ft6:30am3.3 ft11:43am-0.4 ft6:40pmNow
Tide predictions for Coyote Creek Tam Valley, computed from harmonic constituents. High 3.3 feet on Mon 19 Oct 2026 at 11:40, low -0.4 feet on Mon 19 Oct 2026 at 18:40, above MLLW, the chart datum.
↑7:22am↓6:26pm

Predictions are not observations — conditions vary with weather and river flow. Not for navigation.

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Tide times for the next 7 days

Mon 19 Oct 2026 through Sun 25 Oct 2026. All times are local to Coyote Creek Tam Valley (America/Los_Angeles). Heights are in feet above MLLW.
DayTideTimeHeight
Mon 19 Oct 2026High2.8 ft
Mon 19 Oct 2026Low1.6 ft
Mon 19 Oct 2026High3.3 ft
Mon 19 Oct 2026Low-0.4 ft
Tue 20 Oct 2026High3.1 ft
Tue 20 Oct 2026Low1.1 ft
Tue 20 Oct 2026High3.4 ft
Tue 20 Oct 2026Low-0.5 ft
Wed 21 Oct 2026High3.4 ft
Wed 21 Oct 2026Low0.7 ft
Wed 21 Oct 2026High3.4 ft
Wed 21 Oct 2026Low-0.5 ft
Thu 22 Oct 2026High3.7 ft
Thu 22 Oct 2026Low0.3 ft
Thu 22 Oct 2026High3.5 ft
Thu 22 Oct 2026Low-0.3 ft
Fri 23 Oct 2026High4.0 ft
Fri 23 Oct 2026Low-0.1 ft
Fri 23 Oct 2026High3.5 ft
Fri 23 Oct 2026Low0.0 ft
Sat 24 Oct 2026High4.3 ft
Sat 24 Oct 2026Low-0.5 ft
Sat 24 Oct 2026High3.5 ft
Sat 24 Oct 2026Low0.5 ft
Sun 25 Oct 2026High4.6 ft
Sun 25 Oct 2026Low-0.8 ft
Sun 25 Oct 2026High3.5 ft
Sun 25 Oct 2026Low0.9 ft

Station facts

Position
37.8796° N, 122.5234° W
Time zone
America/Los_Angeles
Datum
MLLW datum · computed from harmonic constituents
Region
CA, United States

Heights are measured above chart datum. A negative height means there is that much less water than the charted depth shows.

Slackwater database (https://github.com/openwatersio/slackwater-database). Source: Hart-Davis, M., Dettmering, D., Seitz, F. (2025), TICON-4: TIdal CONstants based on GESLA-4 sea-level records, SEANOE, https://doi.org/10.17882/109129. Licensed CC BY 4.0 (https://creativecommons.org/licenses/by/4.0/). Modified: see https://github.com/openwatersio/slackwater-database#modifications-to-source-data

How we check predictions — dated samples and their limits.

Nearby

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