Establishing Flow Goals for Urban Stream Tmdls, and Implications for LID Design Standards

Establishing Flow Goals for Urban Stream Tmdls, and Implications for LID Design Standards

Establishing Flow Goals for Urban Stream TMDLs, and Implications for LID Design Standards Michael Dietz & John Clausen Low Impact Development Symposium Philadelphia, PA September 25‐28, 2011 Background • Common assumption that urbanization increases discharge • Impervious Cover model assumes impact increases with IC • Schueler says only applies to basins 5‐50 km2 • Schueler also notes IC/hydrology relationship inconclusive Schueler, T., McNeal, L.F., and K. Cappiella. 2009. Is impervious cover still important? Review of recent research. Journal of Hydrologic Engineering. Vol. 14(4), pp. 309‐315. Background • Size LID features to capture 1 inch rainfall event, catch 90% of events, allow large events to pass – aka “Water Quality Volume” Groton, CT Common generalization of urbanization effects What is “normal” runoff? • Mostly forested basins in northern VT – Runoff = 50% of precipitation (20 year period of record) • East Branch Penobscot in northern ME – Runoff = 57% of precipitation (1902‐2006) • Mt. Hope River in northeast CT (USGS index station) – Runoff = 48% of precipitation (1940‐2006) Objective • Determine the long‐term rainfall/runoff relationship for Connecticut basins • Determine what effect IC has on the runoff coefficient Study basins Methods • Choose USGS stations in state – More than 20 years of record • Gather data – Get long‐term runoff from annual reports – Delineate basin for each station (StreamStats) Methods • Obtain long‐term precipitation for basin – Closest NCDC station • Determine percent IC in each basin – NLCD 2006 • Calculate runoff coefficient (runoff/precip) Basin characteristics USGS Basin Period of Average Runoff Basin Name # Record Size (km2) runoff (mm) coefficient % Impervious Broad Brook 01184490 1961-2006 40.1 560.3 0.48 3.7 Coginchaug River 01192883 1981-2006 77.2 722.6 0.54 2.5 Eightmile River East Branch 01194500 1938-2006 57.8 704.3 0.52 0.4 Hockanum River 01192500 1920-2006 190.1 559.1 0.48 14.4 Indian River 01195100 1982-2006 14.7 596.4 0.44 1.6 Mill River 01196620 1969-2006 63.5 697.0 0.52 8.4 Mt. Hope River 01121000 1941-2006 74.1 633.5 0.48 0.7 Natchaug River 01122000 1931-2006 450.7 608.3 0.46 1.3 Naugatuck River 01208500 1928-2006 673.4 700.3 0.56 9.0 Norwalk River 01209700 1962-2006 77.7 643.6 0.52 5.4 Pendleton Hill Brook 01118300 1959-2006 10.4 746.8 0.60 0.5 Quinnipiac River 01195490 1988-2006 45.1 674.1 0.51 24.5 Rooster River 01208873 1977-2006 27.5 531.9 0.47 35.8 Salmon Creek 01199050 1962-2006 76.1 580.1 0.50 0.9 Salmon River 01193500 1929-2006 259.0 643.1 0.48 1.9 Shetucket River 01122500 1929-2006 1046.4 618.0 0.47 1.9 Weekeepeemee River 01203805 1979-2006 69.4 685.5 0.55 0.9 Yantic River 01127500 1931-2006 231.3 641.9 0.48 1.4 Mean 193.6 641.5 0.50 17.3 Median 75.1 642.5 0.49 11.8 Standard deviation 273.7 61.4 0.04 15.1 Basin characteristics Size Average Runoff % (km2) runoff (mm) coefficient Impervious Mean 193.6 641.5 0.50 17.3 Median 75.1 642.5 0.49 11.8 St. dev. 273.7 61.4 0.04 15.1 Percent IC vs. runoff coefficient 0.70 0.60 0.50 y = 0.5072x‐0.008 0.40 R² = 0.02 coefficient 0.30 0.20 Runoff 0.10 0.00 0 10203040 Percent impervious cover (2006) Recent runoff from study basins Does size matter? 0.70 0.60 y = 0.5323x‐0.013 0.50 R² = 0.04 0.40 coefficient 0.30 0.20 Runoff 0.10 0.00 0 500 1000 1500 Watershed size (km2) Watershed size 1400 Lewis 2002 Dietz & Clausen 2011 1200 US USGS Engman 1981 1000 800 600 400 Average runoff (mm) Average 200 0 0 2000 4000 6000 8000 Watershed size (km2) Average daily runoff, CT basins 3 2.5 2 1.5 1 y = 0.0033x - 4.7482 R² = 0.04 0.5 Average discharge (mm/day) Average 0 1900 1920 1940 1960 1980 2000 Year CT annual precipitation 1800 1600 1400 (mm) 1200 1000 800 y = 3.1619x ‐ 5020.4 precipitation 600 R² = 0.16 400 Annual 200 0 1900 1920 1940 1960 1980 2000 Year Average daily runoff for entire USGS gaging station network 1.6 1.4 1.2 1 0.8 0.6 0.4 y = -0.0022x + 5.0821 R² = 0.12 0.2 Average discharge (mm/day) Average 0 1900 1920 1940 1960 1980 2000 Year Caveats • Looks at aggregate runoff and does not take into account shifts in short‐term hydrologic function (e.g. stream ‘flashiness’) – Surface runoff vs. infiltraon→shallow groundwater→baseflow • Doesn’t imply anything about water quality Implications Possible mechanisms • Groundwater/surface water total – Long‐term runoff averages different than short‐ term changes (e.g., “flashiness”) • Bank storage • Storage in downstream network So what? • Generalizations about hydrology are tricky in IC model • Can this be used to guide design? • Flow TMDLs – How is goal determined? Daily discharge at Eagleville Brook 1600000 0 1400000 2 1200000 4 1000000 800000 6 600000 8 400000 Daily discharge (cf) 10 Daily precipitation (in) 200000 0 12 1/25/2010 2/25/2010 3/25/2010 4/25/2010 5/25/2010 6/25/2010 7/25/2010 8/25/2010 9/25/2010 1/25/2011 2/25/2011 3/25/2011 4/25/2011 5/25/2011 6/25/2011 7/25/2011 8/25/2011 11/25/2009 12/25/2009 10/25/2010 11/25/2010 12/25/2010 Runoff coefficient=0.81 Design • 0.8 km2 watershed • 48% IC • High because of high IC (>36%), small basin, or some interaction? • Does it matter? Implications • Changed how I think about water cycling • How does this relate to the 1 inch design method? • Your thoughts? Thanks! [email protected].

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