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<idPurp>Black and white imagery for the City of Harrisonburg taken on 7/21/1951.</idPurp>
<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;The orthoimagery in this image service was taken on 7/21/1951 over Harrisonburg, VA. Data was supplied from James Madison University. Dr. Glen Gustafson's ISAT Applied GIS Lab created this mosaic for the City of Harrisonburg from scanned prints. The dataset's coordinate system is WGS 1984 Web Mercator (Auxiliary Sphere). A cache was built using the the ArcGIS Online/Bing Maps/Google Maps tiling scheme containing 11 levels ranging from 1:288,895 to 1:282.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN STYLE="font-size:14pt"&gt;Metadata from JMU student&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Matthew Chenault - May 6, 2004&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Harrisonburg, VA Orthophoto Production and Mosaic - Geog 490, Independent Study&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;The goal of this assignment was to orthocorrect and mosaic four panchromatic air photos taken on July 21, 1951 of the City of Harrisonburg and areas of surrounding Rockingham County. The exposures used in this exercise are identified as DJN-12G-102, DJN-12G-103, DJN-12G-104 and DJN-12G-105.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt; The first step of the project was to scan each raw airphoto at 600dpi and import it into ERDAS Imagine. With this newly created .img file I followed the steps of defining the DEM to be used for elevation, entered the camera focal length of 208.44mm and digitized the fiducial marks on the airphoto. I then entered the corresponding map coordinates with these digitized fiducials and set the projection of the soon to be created orthophoto to match the provided reference map. I orthocorrected each imported air photo by georeferencing it with the mosaicked 1987 Harrisonburg/Bridgewater USGS 2.43m DRG. I specified the mosaicked Harrisonburg/Bridgewater 30m USGS DEM to correct for elevation and resampled each photo with an output cell size of 0.75 meters. I initially used approximately 40 GCP points on each photo and then deleted several of them to reduce the RMSE so that each photo had an RMSE of less than 6 pixels. After creating each orthophoto I ensured that it matched accurately with the reference map projection and that it had the appropriate cell size. After performing the initial quality control on each orthophoto, I began the mosaic process using the Data Prep module in ERDAS. After adding each image to the viewer, I selected “Compute Active Area” and chose to crop 30% off of each orthophoto during the mosaic process. The 30% was the minimum necessary percentage to crop the photo to fully remove any remnants of the photos’ date and exposure number. I selected “Bilinear Interpolation” as the resample method and “No Matching” under the matching options menu. I then selected “Feather” under the Select Overlap Function dialogue and proceeded to the Output Image Options menu. There I selected “Union of All Inputs” and specified an output cell size of 0.75 meters and an output data type of Unsigned 8-bit. After specifying the output file name I selected “Ignore Zeros” in the mosaic dialogue and then ran the mosaic process. I chose to Subset the initial mosaicked image using the Data Prep module by selecting an AOI of the mosaic that created a rectangle. I specified the new output name, the matching data type and cell size to produce the subset.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt; The visual quality of the output images is very comparable to the input images. There is no noticeable difference in the brightness of the areas covered by the photos and there do not appear to be any major blunders or errors in the data. Most importantly the line between the photos is undetectable. The image information window shows that this data is indeed in the correct projection and contains the correct pixel size as specified in the mosaic process. I measured the horizontal accuracy of each orthophoto and the mosaic by swiping with the reference map and measuring prominent intersections. It is important to note here that many of the roads in the City may have shifted or expanded since 1951 and there naturally may be some discrepancy with the DRG. Therefore I only used prominent intersections that appeared to exist during both time periods. I observed that these intersections varied from the DRG by 0 to 6 meters. I also obtained the City Street Centerline shapefile from Sam Hottinger to measure the accuracy of the photos with some sample data from the City. The prominent intersections and streets in the orthophotos varied from the Centerline file by 0 meters to 6 meters, generally in the southwest direction. This was a very interesting assignment because it compiled many of the techniques learned in remote sensing into one comprehensive project. It is very rewarding to serve the needs of the City and hopefully they will be able to put our work to good use.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
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<resTitle>Imagery_1951</resTitle>
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<keyword>1951</keyword>
<keyword>imagery</keyword>
<keyword>base map</keyword>
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<idCredit>JMU, City of Harrisonburg</idCredit>
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<useLimit>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;Every reasonable effort has been made to assure the accuracy of this dataset and associated maps. The City of Harrisonburg assumes no liability arising from use of these datasets or maps created using these datasets. THE DATASETS ARE PROVIDED WITHOUT WARRANTY OF ANY KIND, either expressed or implied, including, but not limited to, the implied warranties of merchantability and fitness for a particular purpose. Any errors or omissions should be reported to the GIS Administrator of the City of Harrisonburg, Department of Information Technology.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;</useLimit>
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</Data>
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