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Cameras and Aerial Photography - NRCan
- https://www.nrcan.gc.ca/maps-tools-and-publications/satellite-imagery-and-air-photos/tutorial-fundamentals-remote-sensing/satellites-and-sensors/cameras-and-aerial-photography/9351#:~:text=The%20area%20covered%20also%20depends%20on%20the%20altitude,to%20spatial%20resolutions%20of%20less%20than%2050%20cm.
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USGS EROS Archive - Aerial Photography - National High …
- https://www.usgs.gov/centers/eros/science/usgs-eros-archive-aerial-photography-national-high-altitude-photography-nhap
- The National High Altitude Photography (NHAP) program was coordinated by the USGS as an interagency project to acquire cloud-free aerial photographs at an altitude of 40,000 feet above mean terrain elevation.
Concepts of Aerial Photography - NRCan
- https://www.nrcan.gc.ca/maps-tools-publications/satellite-imagery-air-photos/air-photos/national-air-photo-library/about-aerial-photography/concepts-aerial-photography/9687
- The area of ground coverage that is seen on the photo is less than at smaller scales. Small Scale - Smaller-scale photos (e.g. 1:50 000) cover large areas in less detail. A small scale photo simply means that ground features are at a smaller, less detailed size. The area of ground coverage that is seen on the photo is greater than at larger scales.
USGS EROS Archive - Aerial Photography - Aerial Photo …
- https://www.usgs.gov/centers/eros/science/usgs-eros-archive-aerial-photography-aerial-photo-single-frames
- The Alaska High-Altitude Photography ( AHAP) program was a State and Federal partnership to acquire consistent aerial coverage over Alaska. NASA Johnson Space Center and NASA Ames Research Center aircraft were used to photograph the state between 1978 and 1986 at 10 percent or less cloud cover.
Aerial Photographs and Satellite Images - USGS
- https://pubs.usgs.gov/gip/AerialPhotos_SatImages/aerial.html
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Aerial Photography - Humboldt State University
- https://gsp.humboldt.edu/olm/Courses/GSP_216/lessons/air-photo.html
- In the United States the U.S. Department of Agriculture (USDA) has been involved in the acquisition, use and distribution of aerial photography for more than 65 years. The earliest aerial photography in 1937 by USGS and Farm Security Agency. Later the National Aerial Photography Program (NAPP) and the National Digital Orthophoto Program (NDOP) were created to take a …
Cameras and Aerial Photography - NRCan
- https://www.nrcan.gc.ca/maps-tools-and-publications/satellite-imagery-and-air-photos/tutorial-fundamentals-remote-sensing/satellites-and-sensors/cameras-and-aerial-photography/9351
- The area covered also depends on the altitude of the platform. At high altitudes, a camera will "see" a larger area on the ground than at lower altitudes, but with reduced detail (i.e. smaller scale). Aerial photos can provide fine detail down to spatial resolutions of less than 50 cm.
Geometry of Vertical Image | GEOG 892: Unmanned Aerial …
- https://www.e-education.psu.edu/geog892/node/657
- Solution. Ground coverage across the width (W) of the array = 12,000 pixels x 1 ft/pixel = 12,000 ft. Ground coverage across the height (L) of the array= 6,000 pixels x 1 ft/pixel = 6,000 ft. Covered area per image =. W x L = 12, 000 ft x 6, 000 ft = 72, 000, 000 ft 2 = 72, 000, 000 43, 560 = 1652.892 acres.
Geometry of Aerial Photographs* - GIS-Lab
- https://gis-lab.info/docs/books/aerial-mapping/cr1557_06.pdf
- On the photo or map, 1 in. is equal to 200 ft on the ground. Conversely, to convert from an engineers’ scale of 1 in. = 200 ft, multiply 200 ft by 12 in. This simple arithmetic exercise equates 1 in. on the map or photograph to 2400 in. on the ground. The resultant representative fraction would be 1:2400.
How do I calculate the ground footprint of an aerial camera?
- https://photo.stackexchange.com/questions/56596/how-do-i-calculate-the-ground-footprint-of-an-aerial-camera
- Here is what I have for when the camera is pointed straight down (Note: this gives me the length of each side of ground coverage. Ideally, I would like to have each point, in this case, the four corners of the rectangle.) Ground distance in X plane = (Altitude / focal length of lens) * X length of camera sensor
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