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<idPurp>Black and white imagery for the City of Harrisonburg taken on 11/23/1966.</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 11/23/1966 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 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 students&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;1) April 30, 2004 - Rebecca Farmer&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Orthocorrection of the City of Harrisonburg 1966&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;I was involved with the Harrisonburg City Aerial Mapping Project. The project entailed the georeferencing and the orthocorrecting of historical aerial photography for the City of Harrisonburg, 1966, in ERDAS Imagine. Once the orthocorrection was completed, a mosaic was combined of each photograph into a single photomap, one for each year of aerial photography.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;This lab entailed orthocorrecting aerial photographs of the City of Harrisonburg for the year 1966. The input materials included three scanned aerial photographs, exposures 223, 224, and 225, of the city taken on November 23, 1966, a digital elevation model with 30 meter pixels, and a digital raster graphic of the area.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;My first task was to properly scan the three air photos. I then imported the images into ERDAS. My next step was to orthocorrect each of the three air photos. To orthocorrect the image in ERDAS, I selected camera as the geometric model. The camera correction model entailed importing the DEM, selecting the focal length of the camera, digitizing the fiducials and selecting the projection. For exposure 223 through 225, the image indicated the focal length was 208.99mm. After the camera model properties were complete, I could begin georeferencing my image. For exposure 223, I used nine points to georeference with a total RMSE error of 7.8788. I also used nine points to georeference for exposure 224 which gave me a final RMSE of 5.0610 for that exposure. For exposure 225, I used seven points to georeference, and received an RMSE of 5.7482. The images were then each resampled, and three orthophotos were produced.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;For quality assurance of my work, I checked the information on the image information screen to see if my images had the correct projection. I found that all images had the correct projection, UTM Zone 17, Clarke 1866, and NAD27; and all images were unsigned 8-bit data with pyramid layers present and a pixel size of one meter. I then used the swipe tool in ERDAS to compare my images with the Harrisonburg Reference DRG; each image lined up well with the DRG’s features.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;The last step required Sarah Coleman and I to mosaic the six images together. Using ERDAS’s Data Prep, we cropped borders by 30% and feathered our images. Our mosaic had the correct projection information.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;2) April 17, 2004 - Sarah Coleman&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Orthocorrection of the City of Harrisonburg&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;I was involved with the Harrisonburg City Aerial Mapping Project. The project entails georeferencing and orthocorrecting historical aerial photography for the City of Harrisonburg in ERDAS Imagine. Once the orthocorrection is completed, a mosaic will combine each photograph into a single photomap, one for each year of aerial photography. Each mosaic will then be set into a "Map Composition" to produce a formal photomap, which can be used as a backdrop for any GIS operations at the City.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;This lab entailed orthocorrecting aerial photographs of the City of Harrisonburg. The input materials included three scanned aerial photographs, exposures 12, 13, and 14, of the city taken on November 23, 1966, a digital elevation model with 30 meter pixels, and a digital raster graphic of the area.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;To orthocorrect the image in ERDAS, I selected camera as the geometric model. The camera correction model entailed importing the DEM, selecting the focal length of the camera, digitizing the fiducials and selecting the projection. For exposure 12, the image indicated the focal length was 208.99mm. The error of the digitized fiducials was 3.8. For exposure 13, the error was 6.5. Finally for exposure 14, it was 7.5. After the camera model properties were complete, I georeferenced my image. Only three GCP's are needed; however, I used eleven for exposure 12. The RMS error was 8.0 pixels. Nine points were selected for images 13 and 14. The RMS error for exposure 13 was 7.0. Exposure 14 had an error of 6.4. The images were then each resampled, and three orthophotos were produced.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;The quality of the orthocorrected images is less than the scanned image. Data is lost when any image is orthocorrected. The images information screen reveals the correct projection (UTM Zone 17, Clarke 1866, and NAD27), unsigned 8-bit data with pyramid layers present and a pixel size of one meter. The histograms are fairly normally distributed. The images were swiped with the DRG. Each image lined up extremely well with the map's features.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Lastly, Rebecca Farmer and I mosaicked our images together. Using ERDAS's Data Prep, we cropped borders off and feathered our images. The final product had a fairly normally distributed histogram, the correct projection information, and it lined up well with the Digital Raster Graphic's features.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
<idCredit>JMU, City of Harrisonburg</idCredit>
<idCitation>
<resTitle>Imagery_1966</resTitle>
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<keyword>JMU</keyword>
<keyword>City of Harrisonburg</keyword>
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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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