Calculating
Air Photo Scale - Method B
During the course, you will
not be given the focal length of the camera nor the height of
the aircraft. Consequently, you must incorporate
a different method. This method requires an accompanying topographic
map.
When this question is given
on the government exam, it is presented as a multiple choice
question. Moreover, you are not allowed to use a calculator on
the government exam. Therefore, this method allows you to simply
approximate the scale of the air photo.
eg View the air photo of St.
John's
and
the topographic map of St. John's
.
The scale of the aerial photo
is approximately
a) 1:10 000 b) 1:25 000 c) 1:50 000 d) 1:100
000
?
Step 1: Ask
yourself, on the air photo have you zoomed in or zoomed out in
comparison to the topographic map?
If you have
zoomed in, you are looking at a smaller area in more detail. As
a result,
the scale number for the air photo will be smaller than the one
for the topographic map.
If you have zoomed out, you are looking at a larger
area in less
detail. Therefore, the scale number for the air photo will be larger
than the one for the topographic map.
If you cannot
clearly tell if you have zoomed in or out, do not panic, simply
move onto Step 2.
With the St.
John's air photo, you have clearly zoomed in. Consequently, the
answer must be less than 1:50 000 which is the scale of the topographic
map. Thus, you can automatically eliminate choices c and d. Step
2 will allow to determine whether the answer is a (1:10 000)
or b (1:25 000).
Step 2: Pick
two common points that you can easily recognize and measure
between on both the topographic
map and the air photo. Wherever possible, pick two points on
the topographic map that are at least 3 cm apart. Measure
the distance (in cm) between these two points on both the air photo
and topographic map.
St. John's
Topographic Map:
The Distance Between South Head (636689) and Spriggs Point (639668)
is 4.4cm.
St. John's Air
Photo:
The Distance Between South Head and Spriggs Point is
8.5 cm.
Step 3: Approximate
the factor difference between the two distances by dividing
the larger distance by the smaller one.
8.5cm
/ 4.4 cm = Approximately 2.
Step 4: If you
have zoomed in on the air photo, divide the topographic map
scale by the factor difference.
If you have
zoomed out on the air photo, then multiply the topographic map
scale by the factor difference.
(Note: If you
have a factor difference very close to one, then the air photo
has the same scale as the topographic map.)
St. John's Topographic
Map = 1:50 000
Zoomed In on
Air Photo so divide by the factor difference of 2.
Therefore, 50 000 / 2 = 25 000.
The scale of
the St. John's air photo is 1:25 000 (b).