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Last modified
7/14/2009 5:01:47 PM
Creation date
5/20/2009 11:04:38 AM
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UCREFRP
UCREFRP Catalog Number
9500
Author
Pitlick, J. and R. Cress
Title
Downstream Changes in the Channel Geometry of a Large Gravel Bed River
USFW Year
2002
USFW - Doc Type
American Geophysical Union
Copyright Material
YES
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PiTLICK AND CRESS: DOWNSTREAM CHANGES IN CHANNEL GEOMETRY <br />5W f- <br />?. _. <br />. <br />aoa .350 .. aao 250 z <br />a0 SO !aa <br />Distance (km) <br />Figure 5. Downstream trends in the subsurface sediment (bulk bed material) grain size distribution. <br />scaling variable, the bank-full width typically increases <br />faster downstream than the bank-full depth [Leopold and <br />Maddock, 1953; Church, 1992; Knighton, 1998]. Our data <br />exhibit the opposite trend. The slope of the overall regres- <br />sion equation for bank-full depth is much higher than the <br />slope of the overall equation for bank-full width (Table 3). <br />Over a total distance of 260 km, the bank-full depth more <br />than doubles, whereas the bank-full width increases by only <br />about 50% (Table 1). The downstream trends in channel <br />geometry of the Colorado River appear to be driven by the <br />particular combination of input variables; in this case the <br />discharge and grain size change slowly in relation to <br />the slope. The disproportionate increase in channel depth <br />helps satisfy the requirements of continuity for both water <br />and sediment, but a large increase in width is not necessary <br />if the input variables (discharge, total bed load, grain size) <br />are slowly varying. <br />[22] We conclude this section by focusing on downstream <br />trends in the bank-full shear stress, Tb, and the bank-full <br />Shields stress, T*b. Figure 8 shows the downstream trends in <br />Tb, with separate segments marked as in previous figures. <br />The overall trend indicates that there is roughly a 3-fold <br /> 2.5 - <br /> 1 • <br /> <br />v 2.0,-- <br /> n ` <br /> <br />t 0 <br /> <br />o <br /> <br />1.5 .:... n <br /> <br />4 <br /> <br /> 1.0 .. <br />IS <br /> 0.5-- Y = 1.95 - 0.0020X <br /> _.? r2 W 0.22 p = 0.02 <br /> /'? /? <br />0 <br />0 <br /> T?ZT <br />. ; 7 - 1 7 TT-? . l i R T T <br />1 <br /> 350 300 250 200 150 1 <br />00 <br /> Distance (km) <br />34-7 <br />decrease in Tb, from an average of 47 N/m_ in the upper- <br />most reach to an average of 17 N/m2 in the lowermost <br />reach. An exponential fit of the full data set gives the <br />relation lnTb = 27.6 - 0.00135 X, with r2 = 0.08 and p < <br />0.001. However, this trend is clearly skewed by the high <br />values in the lower reaches of the study area (rkm 140- <br />115); with these values removed, the relation is consider- <br />ably steeper, lnTb = 16,9 - 0.0030 X, and the correlation is <br />higher (rz = 0.47; p < 0.0001). <br />[23] Similar to the trends in surface DSO, there appear to <br />be steeper trends in Tb within several segments. In fact, the <br /> 400 <br /> <br /> <br /> 200 '(7• • <br /> <br /> - <br />• <br />75 <br />?• <br />? <br />• <br /> :? <br /> too <br />__ <br />• • <br />. • <br />m 80 '? r - ' # •? <br /> 60 • <br /> 400 350 300 250 200 150 100 50 <br />400 350 300 250 200 150 100 50 <br />Distance From Green River (km) <br />Figure 6, Ratio of the median grain size (D50) of the <br />surface sediment to the subsurface sediment at paired <br />sampling localities. The value indicated by the solid dot was <br />not included in the regression. <br />Figure 7. Downstream trends in (a) bank-full width and <br />(b) bank-full depth of the Colorado River. Open circles <br />represent cross sections in alluvial reaches; solid circles <br />represent cross sections in quasi-alluvial reaches.
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