Space Research and Remote Sensing Organization planned to deploy an aerial mapping technology in the northeastern area of for a national interest project. For conducting the survey, deployed an aircraft equipped with a high-resolution camera. decided that the scale factor of the survey would be used as 1 in: (1000+ X) ft. In the camera, the film holder is 8" x 8". The manufacturer of the camera stated that the focal length of the camera is 6 inches. For the project, it has been decided that the area to be mapped is square, 6 miles on each side. A side-lap from photo to photo of (0.3+ 0.002*(30 – X))*100 % is desired, as well as an end-lap from photo to photo of 60%. The plane travels at 150 mph. X = 0 (i) What is the area covered by each photograph? (ii) At what altitude should the plane fly while taking photographs? (iii) How far apart will the flight paths be? (iv) How many flight paths are required? (v) How many photographs are required per flight path? (vi) How many photographs will be taken altogether? (vii) How frequently should the photographs be taken?
Space Research and Remote Sensing Organization planned to deploy an aerial mapping technology in the northeastern area of for a national interest project. For conducting the survey, deployed an aircraft equipped with a high-resolution camera. decided that the scale factor of the survey would be used as 1 in: (1000+ X) ft. In the camera, the film holder is 8" x 8". The manufacturer of the camera stated that the focal length of the camera is 6 inches. For the project, it has been decided that the area to be mapped is square, 6 miles on each side. A side-lap from photo to photo of (0.3+ 0.002*(30 – X))*100 % is desired, as well as an end-lap from photo to photo of 60%. The plane travels at 150 mph. X = 0 (i) What is the area covered by each photograph? (ii) At what altitude should the plane fly while taking photographs? (iii) How far apart will the flight paths be? (iv) How many flight paths are required? (v) How many photographs are required per flight path? (vi) How many photographs will be taken altogether? (vii) How frequently should the photographs be taken?
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:Space Research and Remote Sensing Organization
planned to deploy an aerial mapping technology in the
northeastern area of
for a national interest project. For
conducting the survey,
deployed an aircraft equipped with a
high-resolution camera.
decided that the scale factor of the
survey would be used as 1 in: (1000+ X) ft. In the camera, the film holder
is 8" x 8". The manufacturer of the camera stated that the focal length of
the camera is 6 inches. For the project, it has been decided that the area
to be mapped is square, 6 miles on each side. A side-lap from photo to
photo of (0.3+ 0.002*(30 – X))*100 % is desired, as well as an end-lap
from photo to photo of 60%. The plane travels at 150 mph.
X = 0
(i) What is the area covered by each photograph? (ii) At what altitude
should the plane fly while taking photographs? (iii) How far apart will
the flight paths be? (iv) How many flight paths are required? (v) How
many photographs are required per flight path? (vi) How many
photographs will be taken altogether? (vii) How frequently should the
photographs be taken?
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