Laserfiche WebLink
<br />precaution to users until further data are collected and existing curves are <br />improved. <br /> <br />5. Hvdraulic Simulation <br /> <br />Knowledge of the magnitude and spatial distribution of point velocities is <br />often essential to biological analysis of riverine environments. The primary <br />purpose of incorporating incremental hydraulic simulation modeling into a <br />study is to make the most efficient use of limited field observations to <br />describe the occurrence of depths and velocities under a broad range of <br />unobserved streamflow conditions. The object of a hydraulic model is to <br />predict: 1) velocities at the selected verticals and the associated cells and <br />2) water surface elevations at the cross sections, from which depths at the <br />verticals may be determined by subtraction of the bed elevations. The <br />available substrate is then determined by the width of flow over the defined <br />substrate types. <br /> <br />In this analysis, the WSEI4S, water surface elevation stand alone program, is <br />used to predict the water surface elevations (WSE's) at each cross section at <br />flows of interest based on a regression of the WSE's and discharge <br />measurements collected throughout the summer. The accuracy of the hydraulic <br />simulations is evaluated by the ratio between discharge from the collected <br />field measurements and the discharge simulated by the model. This ratio should <br />range between 0.9 and 1.1 for an acceptable calibration. A ratio outside of <br />this will result in WSE predictions that are either too high or low. Using <br />the WSE's and discharge values from the WSEI4S program the IFG4 program can <br />pre~ict velocities. The accuracy of the velocity predictions is then <br />evaluated by the ratio between the measured and the predicted velocities. <br /> <br />The IFG4 program is typically used to predict stream velocities at 0.6 depth, <br />the mean column velocity. It can also be used to simulate velocities at other <br />depths, such as the nose velocity of the fish (Milhous et.al 1984). In this <br />analysis, it is assumed that Colorado squawfish and razorback suckers use <br />depths closer to the streambed than 0.6 depth and that a simulation of <br />velocities at 0.8 depth (0.2 depth above the streambed) might give a more <br />accurate indication of optimum flows. It must be noted, however, that the SI <br />curves were developed from velocity measurements taken at 0.6 depth and may <br />not be adequate for simulated velocities at 0.8 depth. <br /> <br />, <br />;:1 <br />:'" <br />I, <br />~ <br />l~ <br />I <br />! <br />~ <br />j' <br /> <br />c <br />I' <br />I <br />r <br />r <br />I <br />l <br /> <br />6. Calculation of WeiQhted-Useable-Area (WUA) <br /> <br />Measurements of physical microhabitat, such as depth and velocity, were made <br />at intervals along each transect to describe the lateral distributions and <br />gradations of these parameters. Each stream cell was defined in the IFG4 <br />program with a surface area (defined by the distances between transects and <br />verticals), a substrate type, and an average depth and velocity for various <br />streamflows. The HABTAT4 program was used in conjunction with this <br />information and the appropriate SI curve to develop a habitat index value, <br />termed weighted-useable-area (WUA), which represents the availability of <br />potential fish habitat as a function of discharge. The WUA value expresses <br />the potential of each cell within a stream reach to support a life stage of a <br />given species. <br /> <br />14 <br />