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<rpIndName>Curtis Belyea</rpIndName>
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<idAbs>This dataset represents the extent of urbanization (for the year indicated) predicted by the model SLEUTH, developed by Dr. Keith C. Clarke, at the University of California, Santa Barbara, Department of Geography and modified by David I. Donato of the United States Geological Survey (USGS) Eastern Geographic Science Center (EGSC). Further model modification and implementation was performed at the Biodiversity and Spatial Information Center at North Carolina State University.Urban growth probability extents throughout the 21st century were projected for the Southeast Regional Assessment Project (SERAP), which encompasses all or parts of the states of Alabama, Arkansas, Florida, Georgia, Illinois, Indiana, Kentucky, Louisiana, Mississippi, Missouri, North Carolina, Ohio, South Carolina, Tennessee, Virginia and West Virginia. Urban modeling for a large portion of the Appalachian, Gulf Coastal Plains &amp; Ozarks, and Gulf Coast Prairie Landscape Conservation Cooperatives, which encompasses parts of the states of Texas, Oklahoma and Louisiana, Arkansas, Missouri and Illinois. Urban modeling for a large portion of these areas were completed earlier by the Biodiversity and Spatial Information Center as part of the Southeast Regional Assessment Project (SERAP). These data are supplementary to those projections.</idAbs>
<idPurp>Urbanization in the southeastern United States puts natural ecosystems and agro-ecosystems at risk. A picture of what future urbanization might look like, based on recent trends, may be of value to urban, conservation and transportation planners alike.</idPurp>
<idCredit>Biodiversity and Spatial Information Center; Dept of Applied Ecology at North Carolina State University, Raleigh, NC</idCredit>
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<rpIndName>Curtis Belyea</rpIndName>
<rpOrgName>Biodiversity and Spatial Information Center, Dept. of Applied Ecology, NCSU</rpOrgName>
<rpPosName>Biologist, GIS and Database Specialist</rpPosName>
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<city>Raleigh</city>
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<country>US</country>
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<placeKeys>
<keyword>Arkansas</keyword>
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<placeKeys>
<keyword>Georgia</keyword>
</placeKeys>
<placeKeys>
<keyword>Pennsylvania</keyword>
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<placeKeys>
<keyword>Indiana</keyword>
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<keyword>Florida</keyword>
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<keyword>North Carolina</keyword>
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<keyword>Mississippi</keyword>
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<keyword>Kentucky</keyword>
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<keyword>Tennessee</keyword>
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<keyword>Southeast</keyword>
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<placeKeys>
<keyword>Illinois</keyword>
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<placeKeys>
<keyword>Missouri</keyword>
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<keyword>Growth</keyword>
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<keyword>SLEUTH</keyword>
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<keyword>Urbanization</keyword>
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<themeKeys>
<keyword>Project Gigalopolis</keyword>
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<keyword>South Carolina</keyword>
<keyword>Georgia</keyword>
<keyword>Missouri</keyword>
<keyword>West Virginia</keyword>
<keyword>SLEUTH</keyword>
<keyword>Southeast</keyword>
<keyword>Florida</keyword>
<keyword>Growth</keyword>
<keyword>Virginia</keyword>
<keyword>Louisiana</keyword>
<keyword>United States</keyword>
<keyword>Oklahoma</keyword>
<keyword>Project Gigalopolis</keyword>
<keyword>Prediction</keyword>
<keyword>Tennessee</keyword>
<keyword>Urbanization</keyword>
<keyword>Model</keyword>
<keyword>North Carolina</keyword>
<keyword>Illinois</keyword>
<keyword>Texas</keyword>
<keyword>Mississippi</keyword>
<keyword>Arkansas</keyword>
<keyword>Ohio</keyword>
<keyword>Pennsylvania</keyword>
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<useLimit>This data set is not intended for site-specific analyses. Interpretations derived from its use are suited for regional and planning purposes only. These data are not intended to be used at scales larger than 1:100,000.</useLimit>
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<stepDesc>Prediction is run with the optimum set of coefficient values determined above. Output values in the Color Table were derived in order to capture probability of urbanization with a 95% confidence interval. Other important settings included: Monte Carlo Iterations = 200; Number of working grids = 6; Prediction Stop Date = 2101</stepDesc>
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<stepDesc>Mosaicking was performed with the ArcGIS geoprocessor and the Python programming language via custom written code. For each subunit, the extent and mask environments were set to that of the study area. With these two settings, single output map algebra was used to Set null values (NoData) to 0 as such: gp.singleoutputmapalgebra_sa(“Con(Isnull(inputRaster),0,inputRaster") Cell statisctics was then performed on all subunits in the study area for each year to produce the mosaic raster for the study area for that year as such: gp.cellstatistics_sa(rasterList,studyarea_year,"MAXIMUM")</stepDesc>
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<stepDesc>Once the initial optimal Auxillary Diffusion Multiplier was arrived at, the maximum fractional values for Area, Edges and Clusters were found. This was accomplished running calibration with the initial optimal Auxillary Diffusion Multiplier and the following coefficient values: Diffusion: 100 Breed: 100 Spread: 100 Slope: 0 Road Gravity: 100 After this step was run, the resulting log file was opened in Microsoft Excel, and the highest values for the time periods between input urban data time stamps for Fractional Area, Fractional Edges and Fractional Clusters were recorded. These were used in later calibration steps to evaluate results by weighting error indicated by Fractional Area, Fractional Edges and Fractional Clusters.</stepDesc>
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<stepDesc>After each calibration step performed as described above, all log files produced were concatenated into a single file, which was opened in Microsoft Excel. Each of the Area, Edges and Clusters fractional measures for each time period between input urban data time stamps from the calibration were divided by their respective Maximum Fractional values determined in step 3 and summed. The absolute values of these summations are minimized through sorting, and the coefficient combinations with the lowest absolute weighted fractional error values are used as indicators for the ranges of coefficient values to be used in the next calibration step. It was observed that in initial rounds of calibration the diffusion coefficient among the best performing sets of coefficient combinations was often 1, indicating that lower values would provide better fitting results in calibration. As a result, the Auxillary Diffusion Multiplier was reduced until diffusion coefficient values other than 1 started appearing in the better performing combinations of coefficients. This step was repeated until optimal coefficient values were arrived at. The top performing combination of coefficients was then used in prediction.</stepDesc>
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<prcStep>
<stepDesc>After prediction was completed, the output .gif images were converted to geo-referenced .tif files. After geo-referencing was completed, projection information was defined and the .tif files were converted to ESRI format grid datasets and reclassified to remove hillshade values used as backdrop using the ArcGIS geoprocessor and the Python programming language. Values in the raster attribute table were interpreted as follows: 1 - Extent of existing urbanization at the time of the most recent input dataset for the model SLEUTH; 3 - 0-2.5% Probability of urbanization for the projected year; 4 - 2.5-5% Probability of urbanization for the projected year; 5 - 5-10% Probability of urbanization for the projected year; 6 - 10-20% Probability of urbanization for the projected year; 7 - 20-30% Probability of urbanization for the projected year; 8 - 30-40% Probability of urbanization for the projected year; 9 - 40-50% Probability of urbanization for the projected year; 10 - 50-60% Probability of urbanization for the projected year; 11 - 60-70% Probability of urbanization for the projected year; 12 - 70-80% Probability of urbanization for the projected year; 13 - 80-90% Probability of urbanization for the projected year; 14 - 90-95% Probability of urbanization for the projected year; 15 - 95-97.5% Probability of urbanization for the projected year; 16 - 97.5-100% Probability of urbanization for the projected year.</stepDesc>
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<prcStep>
<stepDesc>Prior to running the SLEUTH-3r model, the input ESRI format grid datasets were converted to .gif format images in order to conform to the model's requirements. Once input datasets were converted to .gif format, the first step in calibration, finding an initial optimal Auxillary Diffusion Multiplier, was performed. The scenario file for the study area was completed, with the following coefficient values: Diffusion = 100 Breed = 0 Spread = 0 Slope = 100 Road Gravity = 0 After this was run, the resulting log file was opened with Microsoft Excel, and the values for Fractional Area were examined. Ideal values for the Fractional Area were determined to be between +0.15 and 0.30 for the time periods between input urban data time stamps. If the fractional values were too low or too high the Auxillary Diffusion Multiplier was changed, according to their direct relationship, and the step was repeated.</stepDesc>
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<prcStep>
<stepDesc>Prior to mosaicking, grids produced from outputs of the SLEUTH model were reclassified once more. Bin values were replaced with upper-limit probability values mulitplied by 10 (to avoid the need for floating point rasters and make interpretation of values more straighforward) as described below: gp.reclassify_sa(dataset, "VALUE", "3 25;4 50;5 100;6 200;7 300;8 400;9 500;10 600;11 700;12 800;13 900;14 950;15 975;16 1000", output_dataset) where the value 3 was reclassified to 25 (upper-limit 2.5%),...16 was reclassified to 1000 (upper-limit 100%).</stepDesc>
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<stepDesc>Calibration was initiated using the initial optimal Auxillary Multiplier, 25 Monte Carlo iterations and testing coefficient values as such, where no significant relief is present: Diffusion: 0 - 100; step interval 5 Breed: 0 - 100; step interval 5 Spread: 0 - 100; step interval 5 Slope: fixed at 25 Road Gravity: fixed at 100 due to the fact that it has been shown to have no significant relationship to fit statistics. Where significant relief is present: Diffusion: 0 - 100; step interval 10 Breed: 0 - 100; step interval 10 Spread: 0 - 100; step interval 10 Slope: 0 - 100; step interval 10 Road Gravity: fixed at 100 due to the fact that it has been shown to have no significant relationship to fit statistics.</stepDesc>
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<rastorig Sync="TRUE">Upper Left</rastorig>
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