The purpose of this lab was to learn to perform photogrammetric tasks on aerial photographs including
1. Calculating scales, measurements, and relief displacements.
2. Using stereoscopy for analysis
3. Performing orthorectification
Methods and Procedures
To determine the scale of the Photograph
1. I measured the size of an object on the computer screen and divided that by its real world height which gave me the scale for the aerial photograph
The
distance from A to B in the image is 2.75 inches
The
distance in the real world is 8822.47 feet
8822.47
multiplied by 12 equals 105869.64 inches
105869.64
divided by 2.75 is approximately 38498
The scale
of the aerial photograph is 1 to 38498
2. For a different aerial photograph I used an equation to determine the scale as shown below
Equation: S= f/(H-h)
S= scale
F= focal lens length
H= altitude above sea level
h= elevation of terrain
F= 152 mm
H= 6096000 mm
h= 242620.8 mm
S= 152 / (6096000-242620.8)
S= 152 / 5853379.2
To measure features on aerial photographs
1. Use the Measure Polygon digitizing tool in Erdas to draw a polygon around the selected feature and double click when completed
To calculate relief displacement
Take the necessary measurements and use the formula below
d= (h*r)/H
d=relief displacement
h=
(.25x3209) inches
r=
(5.5x3209) inches
H=
(3980x12) inches
d=
(802.25*17649.5)/47760
d= 296.47 inches
For Orthorectification
| Orthorectified Image |
United States Department of Agriculture, 2005.
(DEM) for Eau Claire, WI:
United States Department of
Agriculture Natural Resources Conservation Service, 2010.Spot satellite images:
Erdas Imagine, 2009.
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