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<br />1 <br />1 <br />'~ <br /> <br /> <br /> <br /> <br />t <br /> <br /> <br />C <br /> <br /> <br />1 <br /> <br /> <br />needs of targeted fish species. Tazgeted fish species locations were marked while snorkeling, <br />and physical parameters for microhabitat use--depth, velocity, cover, substrate, and distance to <br />cover--determined for each location. Suitability weighting factors were developed for each <br />pazameter and the weighted usable area (WUA) calculated. The stream and the accompanying <br />physical parameters were then modeled for a variety of discharges, and azeas of optimal, useable, <br />and unsuitable habitat were calculated for a range of low flows. <br />Riparian and Valley Flows <br />Hill et al. [1991] used HEC-2 modeling to determine dischazges for bankfull, riparian, <br />and floodplain flows. These modeled dischazges were combined with historic exceedance <br />probabilities for peak flows and flow duration curves to determine the magnitude, duration, and <br />hydrograph shape of different flow regimes (for example riparian vs. valley flows). Hill et al. <br />[1991] assumed that the restoration of a "natural" hydrograph would guarantee ecological <br />integrity, but they ignored many of the other consequences of stream alteration such as changes <br />in temperature, sediment load, sediment availability and size distribution, and water quality. <br />Complexity Indices <br />Complexity indices based on physical habitat parameters such as depth, water velocity, <br />and substrate size have been related to habitat complexity in cold water streams [Bovee, 1982]. <br />In that light, some river ecologists have used a "bank coefficient" [Gosse, 1963, as cited in <br />Bedell, 1989] to measure river heterogeneity and hence, habitat heterogeneity or complexity <br />[Bedell, 1989]. The "bank coefficient" is the ratio of shoreline length to channel centerline <br />length, and quantifies the relative amount of shoreline per unit length of river [Gosse, 1963, cited <br />in Bedell, 1989]. High values of the bank coefficient indicate the presence of islands and/or bank <br />irregularities. Consequently, a complexity index such as the bank coefficient reflects within- <br />channel morphology. <br />In the context of nursery habitat, the convoluted nature of the shoreline maybe indicative <br />of the azea of low or no velocity areas within the channel. The Green River neaz Ouray includes <br />midchannel bars and some very large vegetated islands. As is shown below, these features <br />greatly increase the length of shoreline, but do not necessarily contribute to nursery habitat azea, <br />and the "bank coefficient" of Gosse [1963] maybe only weakly correlated to habitat availability <br />in this reach. Consequently, a complexity index that, to some degree, minimizes the effects of <br />midchannel bars and lazge islands maybe more desirable for reaches such as Ouray NWR. <br />Previous Green River Instream Flow Studies <br />Although sand-bedded rivers and the response of these rivers to flow regulation have <br />been the focus of much study over the past three decades, many questions remain unanswered. <br />The response of channels to disturbance was studied by Andrews [1986], Lyons et al. [1992], and <br />Yu and Wohnan [1987]. The first two studies addressed the long-term downstream effects of <br />Flaming Gorge Dam and the latter study modeled the response of channels to flood passage, but <br />all of these studies used channel width, not within-channel distribution of bars, to measure <br />channel response. Colorado pikeminnow use habitats formed in the lee ofwithin-channel bed- <br />and barforms. Consequently, the long-term measurements used to assesses the effects of dams <br />(i.e., changes in channel width) measure neither changes to within-channel geomorphic features <br />nor the impact of channel changes on habitat availability. <br />A-11 <br />