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Equations and conversions that will be found useful: h d dp P+dp ; V= 2f 2H B li

ID: 1765377 • Letter: E

Question

Equations and conversions that will be found useful: h d dp P+dp ; V= 2f 2H B linear advance) 0.4G linch- 2.54 cm; 1 foot 12 inch; 1 foot 0.3048 m, 1 m 1,000,000 um 4) Suppose there is a woodlot in a shape of a 45x45 km square of which we would like to H be take a block of stereo photos overlapping by a 60% end lap. All flight lines will be flown parallel to one of the sides of the woodlot. The employed camera contains a 35x35 mm sensor and our targeted Ground Sampling Distance means that the images will need to be taken at a 1:35,000 sensor scale. Suppose further that each captured aerial photo is printed out at a 1:10,000 photo scale. How many printed photos will there be per one flight line?

Explanation / Answer

Given data:

Area=45 kmx45 km

Sensor=35mmx35mm

End lap=60%

Sensor scale=1:35000

photo scale=1:10000

It is given that, the flight lines are going to be paralell

Determine the ground coverage:

Ground coverage=0.035/1/10000=350 m on a side

Determine ground seperation between photos on a line for 40% (60% end lap)

=0.4x350=140m between photo centers

Assuming an average aircraft speed of 160 kmph the time between exposure is

140m/photo/160 km/hrx3600/1000=3.15 sec (use 3 sec)

Recalculate the distance between photo centers

=3x160x1000/3600

=133.33

Compute the number of photos per 45 km line dividing this length by the photo advance and add one photo to each end

=45000m/line/133.33m/photo+1+1

=340 (rounded off to nearest integer)

Total number of photos=340 per flight line