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Mean Annual Discharge and Steelhead

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Species Common Name
Steelhead
Latin Name (Genus species)
Oncorhynchus mykiss irideus
Stressor Name
Flow
Specific Stressor Metric
Mean Annual Discharge (MAD)
Stressor Units
%
Vital Rate (Process)
Over-summer survival

Life Stage

Season
Summer
Geography
Maacama Creek, Mark West Creek, Santa Rosa Creek, Green Valley Creek. California, USA
Detailed SR Function Description
Final curve was derived from a linear regression.

System capacity was derived from oversummer survival with data spanning years 1994-2002. The original data points represent 50-55 sites yielding 523 observations where oversummer survival. Survival was estimated by sampling twice, in midsummer and late summer through repeated census counts using pole seins and blocking nets were used until no fish were captured (typically 3-5 passes) which were then sorted as species then counted. It was then subsetted to only include large catchments (90-120 sqkm).
To normalize and rescale each ecological response, each value was scaled by the maximum ecological response observed in the study such that mean habitat capacity percentage (normalized response) = response / maximum ecological response observed.
Note: Only used 75th percentile data in overall analysis because 10th percentile flows are extremely small
Implicit pathway of effect: Oversummer survival of juvenile steelhead increases with higher summer discharge
Function Derivation
Observational data. Final curve was derived from linear regression.
Transferability of Function
Appropriate for summer stream flow impacts on over-summer survival of juvenile steelhead. General transferability to other salmon stocks in unclear, but likely appropriate for other spring-spawning salmonids (i.e., regions with similar hydrology to the Maacama Creek, Mark West Creek, Santa Rosa Creek, Green Valley Creek system).
The relationship may be unreliable if extrapolated to a flow range outside the original data (see the Average Salmonid flow-ecology SR function entry based on Rosenfeld and Enright (2025) for a more generalizable function across a wider range of flows).

Note: This entry reflects only the subset including large catchments (90-120 sqkm), see other entries for other catchment sizes.
Source of stressor Data
The summer streamflow data (discharge) for each reach during the 9 years of sampling was estimated by the original authors (Grantham et al. 2012) based off a rain-fall run-off regression model based off of daily rainfall records. Data was sourced from the U.S. Geological Survey. Estimates was scaled by reach area. Estimates were later validated with measured flows at all sites with at least 12 measurements. See Grantham et al. 2012 for further details.
Data was then standardized by dividing absolute flow by MAD to achieve %MAD values (see Rosenfeld & Enright 2024). Such standardization allows for comparison of flow metrics across a wide range of stream sizes (see Rosenfeld et al. 2017).
Function Type
continuous
Stressor Scale
linear
References Cited
Grantham, T.E., Newburn, D.A., McCarthy, M.A., and Merenlender, A.M. 2012. The role of streamflow and land use in limiting oversummer survival of juvenile steelhead in California streams. Trans. Am. Fish. Soc. 141:585-598.
Images
Stressor Response csv data
Data_Steelhead_Flow_Cali_L_0.csv (1.49 KB)
PERCENT_MAD Mean System Capacity (%) SD low.limit up.limit
0.53791 28.9807491 0 0 100
0.54323 29.0180423 0 0 100
0.54504 29.0307304 0 0 100
0.55888 29.1277488 0 0 100
0.56427 29.1655327 0 0 100
0.78606 30.7202806 0 0 100
0.78937 30.7434837 0 0 100
0.79821 30.8054521 0 0 100
0.92197 31.6730097 0 0 100
0.9271 31.708971 0 0 100
0.93066 31.7339266 0 0 100
0.93434 31.7597234 0 0 100
0.95858 31.9296458 0 0 100
0.96561 31.9789261 0 0 100
1.19094 33.5584894 0 0 100
1.36019 34.7449319 0 0 100
1.36897 34.8064797 0 0 100
1.47038 35.5173638 0 0 100
1.47382 35.5414782 0 0 100
1.4772 35.565172 0 0 100
1.48215 35.5998715 0 0 100
1.51707 35.8446607 0 0 100
1.53282 35.9550682 0 0 100
1.5958 36.396558 0 0 100
1.60272 36.4450672 0 0 100
1.86155 38.2594655 0 0 100
1.86497 38.2834397 0 0 100
1.86657 38.2946557 0 0 100
2.04641 39.5553341 0 0 100
2.04804 39.5667604 0 0 100
2.43258 42.2623858 0 0 100
2.43773 42.2984873 0 0 100
2.4999 42.734299 0 0 100
2.50359 42.7601659 0 0 100
2.50866 42.7957066 0 0 100
2.51062 42.8094462 0 0 100
2.5159 42.846459 0 0 100
3.19539 47.6096839 0 0 100
3.19766 47.6255966 0 0 100
3.2 47.642 0 0 100
3.89758 52.5320358 0 0 100
3.89968 52.5467568 0 0 100
3.90172 52.5610572 0 0 100
3.91877 52.6805777 0 0 100
3.91884 52.6810684 0 0 100
3.92541 52.7271241 0 0 100
4.16129 54.3806429 0 0 100
4.16359 54.3967659 0 0 100
4.16561 54.4109261 0 0 100
4.17467 54.4744367 0 0 100
4.3259 55.534559 0 0 100
5.00106 60.2674306 0 0 100
5.00991 60.3294691 0 0 100

Stressor Response Chart

Mean Response
±1 Standard Deviation
Upper/Lower Limits
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