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Gibbons Creek Reservoir near Shiro water level

Reservoir, Gibbons Creek Reservoir, Texas, United States

Directions

Right now

Latest reading

Surface elevation

245.53ft Steady over the last 24 hours

200 225 250 275

History

History
245.4245.5245.6245.7ftOct 16Oct 17Oct 18Oct 19Oct 20245.4245.5245.6245.7ftOct 16Oct 18Oct 20
Surface elevation

What this means

The latest lake level at Gibbons Creek Reservoir near Shiro is 245.53 ft. There is no published reference for this reservoir yet, so we can't say whether that is high or low for the season.

It has barely moved over the past 24 hours. Over the past 30 days it has moved between 245.40 ft and 245.70 ft.

The agency publishes no normal range for this gauge yet, so we show the trend only. How to read levels

Swimming and boating at Gibbons Creek Reservoir near Shiro

Without a published normal range, the trend is the most useful thing here: a steady lake means few changes at the shore.

If you swim, pick a spot with an easy way out, and remember that drop-offs move as the level changes.

Weather at the gauge

No rain in the last 3 days.

18 Sun 70° 47° – Wind 9 mph
19 Mon 75° 50° – Wind 7 mph
20 Tue 81° 54° – Wind 8 mph
21 Wed 84° 59° – Wind 7 mph
22 Thu 86° 58° – Wind 5 mph
23 Fri 87° 58° – Wind 8 mph
24 Sat 87° 59° – Wind 9 mph

Forecast: Open-Meteo

Sunrise 07:31 AM Sunset 06:49 PM Daylight 11 hr, 18 min Waxing gibbous 71%

Map

Nearby gauges

Gauge Level Compared with normal 24 hours Distance
Navasota River at SH 6 near NavasotaRiver gauge, Navasota River 151.13 ft Below flood stage ±0 13 mi
Carters Creek at FM 60 near College StationRiver gauge, Carters Creek 240.57 ft Low −0.02 ft 15 mi
Mathis Creek at US 190 near KurtenRiver gauge, Mathis Creek 275.14 ft Below flood stage +0.07 ft 17 mi
Brazos River at WashingtonRiver gauge, Brazos River 424 cfs Low +44.0 cfs 18 mi
Grassy Creek at SH 105 near NavasotaRiver gauge, Grassy Creek 218.35 ft Below flood stage −0.04 ft 18 mi
W Fk San Jacinto River near HuntsvilleRiver gauge, W Fk San Jacinto River 217.55 ft Low −0.04 ft 23 mi
Caney Creek near MadisonvilleRiver gauge, Caney Creek 219.09 ft High −0.29 ft 24 mi
Bedias Creek near MadisonvilleRiver gauge, Bedias Creek 1.77 ft Low −0.01 ft 26 mi

Questions and answers

Is Gibbons Creek Reservoir near Shiro really 245.53 ft deep?

No. 245.53 ft is the height of the water surface above sea level (or the agency's vertical datum), not the depth of the water.

What is the water level of Gibbons Creek Reservoir near Shiro today?

On Oct 20, 2026, 03:00 PM CDT, the surface elevation was 245.53 ft. Steady over the last 24 hours.

Is Gibbons Creek Reservoir near Shiro rising or falling?

Steady over the last 24 hours.

Is the level of Gibbons Creek Reservoir near Shiro normal?

The agency publishes no normal range for this gauge yet, so we show the trend only.

How often is this data updated?

The U.S. Geological Survey publishes a new reading every 15 minutes. This page refreshes within minutes of each update.

Where does this data come from?

The values come directly from the U.S. Geological Survey, the official operator of this gauge, and are in the public domain. We do not estimate or model live values.

For specialists

Station codes, datum, parameters, data quality and downloads
Operator
U.S. Geological Survey
Station code
usgs:08111058 (Agency page)
Coordinates
30.60941, -96.06541 (WGS84)
Vertical datum
NGVD29
Update interval
every 15 minutes
Licence
Public domain. Data: U.S. Geological Survey (USGS), provisional data subject to revision

Published series

ParameterLast valueTime (UTC)Quality
Surface elevation 245.53 ft 2026-10-20 20:00 Provisional

Download

Embed this gauge

Add a live card for this gauge to your website. It updates on its own and links back here.

How to cite

U.S. Geological Survey: Gibbons Creek Reservoir near Shiro (usgs:08111058). Accessed October 20, 2026 via Nivelmap, https://nivelmap.com/en/united-states/texas/gibbons-creek-reservoir-near-shiro

How we check values

Each reading is stored as published. We hold back values that jump faster than physically plausible and show the measurement time with every value.