USGS, Biological Resources Division
River Systems Management Section
Midcontinent Ecological Science Center
4512 McMurry Ave.
Fort Collins, CO 80525
Internet:
terry_waddle@usgs.gov,
ken_bovee@usgs.gov,
zack_bowen@usgs.gov
Phone: (970) 226-9386, (970) 226-9320, (970) 226-9218
Abstract
Introduction
The Spatial Component: Two-Dimensional Analysis
Performance in Complex Channels
Flood Plains and Tributaries
Spatially Explicit Representation: Two-dimensional
Habitat metrics
The Temporal Element
Data Collection and Modeling Methods
Status of the Study
Discussion
ReferencesOur organization's first foray into this field is a study of habitat for communities of riverine fishes in the Upper Missouri and Yellowstone Rivers in cooperation with the U.S. Bureau of Reclamation; Montana Department of Fish, Wildlife, and Parks; and the Montana Cooperative Fisheries Research Unit (USGS/BRD). Species of concern in the upper Missouri/Yellowstone ecosystem include the pallid sturgeon (Scaphirhychus albus), the sturgeon chub (Hybopsis gelida), sicklefin chub (Hybopsis meeki), blue sucker (Cycleptus elongatus), and paddlefish (Polyodon spathula).
Recognizing the need for a more ecosystem-oriented approach for evaluating the effects of reservoir operations on the endemic fauna of the upper Missouri and lower Yellowstone River ecosystems, the U.S. Bureau of Reclamation is developing an interactive Decision Support System (DSS) for their water operations planning and day-to-day management activities. The purpose of the DSS is to allow reservoir operators and planners to include an assessment of the effects of alternative storage/release schedules on habitat for riparian and aquatic communities among the multiple objectives they must consider in water operations planning. The primary goal of our research is to assist Reclamation in completion of the aquatic biology component of the DSS. Figure 1 shows the overall study area and location of currently identified study sites.

Figure 1. Map of the upper Missouri/Yellowstone River study area showing locations of reservoirs and two-dimensional mapping sites.
The specific goal of this study is to identify indexes of riverine habitat that are related to the ecology of endemic Northern Great Plains fish communities and provide a means of incorporating that information into the DSS. Specifically, we are examining the basic question of how aquatic community characteristics and habitat in great plains streams are related. Three possible cause-effect relations are being considered:
When using one-dimensional models, the division of flow among the side channels must be quantified empirically to determine the simulation discharge for each of the parts, as a function of total discharge. Divided channels exhibit variable backwaters through a portion of the flow range so approximately twice the data and effort are needed for calibration and simulation when compared to single channels.
In contrast, two-dimensional models incorporate momentum calculations that allow the model to divide flow around an island with minimum intervention by the analyst. Figure 2 shows a map of the islands and tributaries at one of our Yellowstone River sites (Elk Island). At our mapping flow, this site had 22 islands. Due to the complex topography, as the flow increases there will be even more islands and divided channels until the stage gets high enough to inundate them entirely. We expect this site to be challenging to calibrate with a two-dimensional hydraulic model.

Figure 2. Planimetric map of channel and tributary boundaries at the Elk Island site on the Yellowstone River.
Hydraulic conditions can be simulated on flood plains with one-dimensional models. However, one of the most serious challenges of one-dimensional models, is the difficulty in connecting the hydraulics on the flood plain with discharge in the main channel. Each secondary channel may have one or more inlets somewhere along the flood plain. Unless each inlet is located and its inflows determined empirically, it is virtually impossible to tell how much water should be flowing in the flood channels at discharges above or below measured conditions. The planimetric view of the flood plain used in two-dimensional models allows us to evaluate the connectivity of flood plain habitats with the main channel.

Figure 3. Hypothetical matrices of the distribution of shallow-water habitat in two river segments. Both matrices have the same proportion of shallow-water habitat but differ in the number, distribution, and size of habitat patches.

Figure 4. Comparison of spatial distributions of shallow-slow habitat patches (black) at three different streamflows at the Fairview site, Yellowstone River. Grey stippled areas are wet, but not shallow and slow. White areas within channel boundaries are dry.

From a biological perspective, it is just as important to know when and how long a certain patch type or mosaic will be present as it is to know how abundant and well-connected it is. For example, flows greater than 850 cms only occur about 8% of the time in the Yellowstone River for during any year (Figure 5). Furthermore, such high flows occur primarily during the spring and early summer. Low flows (e.g., < 140 cms) occur about 20% of the time, usually during fall and winter. Therefore, seasonality and persistence of streamflow translate directly into a temporal distribution of habitat characteristics, a phenomenon known as a habitat time series (Bovee 1982).

Figure 5. Flow duration curve for the Yellowstone River at Sidney, MT for water years 1975-1995. Boxes indicate discharges simulated for habitat modeling.
As demonstrated in Figure 4, the composition and configuration of patch types are determined by streamflow. By modeling spatial attributes over a range of discharges, it is possible to derive a relationship between streamflow and any of numerous spatial metrics. It follows, then, that a habitat time series can be developed for these spatial metrics. This is an exciting prospect for ecological research, because it offers the opportunity to examine temporal and spatial variability simultaneously. To our knowledge, this analytical capability has not been used in prior ecological studies.
Relating the physical habitat characteristics in these rivers to the structure and health of ecological communities requires data describing the location, abundance and health of the species making up that community. Not only is it significant to identify the species using a portion of the river, but to locate them accurately enough that the habitat conditions they are occupying can be identified. The Montana Department of Fish, Wildlife, and Parks; and the Montana Cooperative Fisheries Research Unit are collecting the target species; noting their life stage, age and other biological attributes and logging their specific location using Global Positioning System (GPS) equipment.
Physical data requirements of the two-dimensional hydraulic models being used include a three dimensional bathymetric map of each study site, a bed material map and certain flow related boundary conditions. To develop this data we are employing standard surveying techniques to establish elevation control and standard stream gaging techniques to determine discharge. We are obtaining planform locations using GPS equipment, depth by hydroacoustic sounding and bed material analysis by postprocessing analysis of the hydroacoustic signal.
For areas above the water surface (in particular the flood plain) we are employing a variety of techniques including surveying and digitizing of areal photographs. The precision of digitized photogrammetry is considerably lower than the standard surveying data, however, by echosounding the river at high flows we are able to obtain the greatest precision in the portions of the river channel that are inundated most of the year. We believe the greatly increased cost of a high quality survey of the flood plain would not be rewarded with increased accuracy in the final habitat representation.
As part of our purchase contract, the echosounder vendor provided specialized software that allows coarse delineation of bed material size from analysis of the echo signature. Preliminary work with this analysis indicates we can separate substrate materials into categories of coarse, medium and fine. This allow us to produce a map of approximate bed material roughness height for use in the hydrodynamic model.
To encompass the range of habitat conditions occurring throughout the year, we will simulate discharges over the full range of flows from the record. Figure 5 shows the flows we will simulate at each site on the Yellowstone River. Simulated discharges will be selected for the Missouri River both below and above Ft. Peck Reservoir to similarly cover the flow range.
At the beginning of the study, an informal survey of available finite element, depth averaged two-dimensional hydrodynamic models was conducted. Three candidate models emerged for consideration: FESWMS, RMA2, and CDG2D. The first two of these models, though developed by USGS and the Army Corps of Engineers, are available commercially. The third model is under development by the University of Alberta (Ghanem et al., 1994). CDG2D was selected due to its ability to simulate a wide range of flows (water surface changes of 6 meters are experienced in the Yellowstone R.) without rebuilding the finite element mesh and to simulate subcritical to supercritical transitions. Its ongoing use in instream flow applications in Canada was an additional selection factor.
Field bathymetric data is transformed into the finite element mesh for flow simulation in a two step process. A geographic information system (GIS) is used to develop a water surface elevation site map from our elevation data and the GIS is used to subtract depths measured with the echosounder to establish a point coverage of stream bed elevations. This process produces a bathymetric map that is passed to a mesh generation utility. The mesh generator then is used to sample from the bathymetric map and produce a suitable computational mesh to be used in simulating the selected discharges.
Application of the finite element model proceeds through a standard calibration and simulation sequence. Calibration consists of adjusting bed element roughness height and, where necessary, adding mesh nodes to achieve a good fit of observed water surface elevations and spot sampled velocities. The model is then used to simulate other flow conditions.
Currently hydrodynamic modeling is completed at one site except for high flows where the areal photogrammetry is needed to describe the flood plain. Preliminary work has begun on the second site (Elk Island). We will incrementally progress through hydrodynamic modeling of the other sites over the next 2 years.
As the hydraulic modeling produces sufficient information to begin assessing patches, we will begin addressing selection and correlation of habitat metrics with fish data. This activity will carry well into the next year as well. To ensure compatibility with other studies in the lower portions of the Missouri River, the Army Corps of Engineers RCHARC model will also be applied.
From a practical standpoint, it is questionable whether or not we could actually model the Yellowstone and Missouri sites with a one-dimensional hydraulic model. It is certain that we could not have covered as extensive an area. For example, the Fairview site depicted in Figure 4 is one of our least complex and smallest. It is approximately 2.5 km in length, with one island and a single tributary confluence. This site would have required at least twice the field effort to obtain calibration data for a one-dimensional model. Assuming equal proficiency, it appears that the time required to calibrate the two-dimensional model at Fairview would be about the same as a one-dimensional model. The two-dimensional hydraulic model appears to have a clear superiority for a site like Elk Island, where one-dimensional modeling would be prohibitively costly.
Two-dimensional models are not without limitations, however. There is a severe trade-off between finite element mesh size and computational demand. Depending on the formulation, large mesh finite element models can require large execution times or large amounts of computer memory (RAM) to operate successfully.
Both the model's author and our group have found CDG2D to have a practical upper limit of approximately 5000 to 6000 mesh nodes to execute on a Pentium equipped personal computer with 128 Mb of memory. Similar results have been reported for Unix workstations. Memory requirements increase exponentially, making finite element meshes greater than 10,000 nodes impractical in the small computer environment . These limitations may force us to split a site like Elk Island (Figure 2) to enable us to provide needed mesh density in important habitat areas. In particular, representation of narrow back channels is vital to capturing possible high flow refugia. When building the mesh, great care must be taken to represent those areas while also maintaining sufficient density to capture the dynamics of the main channel.
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