These images was imported from the CDROMs to the
computer hard disk, converting them to the .IMG
format, using the IMPORT module of the software
ERDAS Imagine release 8.2. The chart edition was
made using a PC Hewlett Packard Vectra 500,
160mhz, with 96 Mbytes RAM, and a total of 6 Gbytes
in H.D.
procesed, obtaining the ellipsoidics coordinates of the
GCPs in the WGS’84 system.
2.- Ellipsoid change: because the República
Argentina reference ellipsoid is the Hayford
International, an obtained coordinates conversion was
realized using the Molodensky formula:
In order to choose the G.C.P. that we needed to the
rectification and georeferentiation, we printed the band
#4 of all the images, in 1:250.000 scale. In this hard
copies we choosed the zones of interest to localize
control points, which make up the following
conditions:(Romeo, Pineda y Arbiol 1995)
• Viewables zones in the largest number of
overlapping images.
• Corners of images.
• Proximity of communication ways to simplify the
access of the land groups.
• Natural or antropic forms with time sojourn.
A<(>"= -
-sen<(> cos^Auf
-sen<|> senXAwj
+ cos<)>A«3
+ (aaNe 1 sen<|> cos<t>)
► cosec Y'/(M + H)
/ a + Aa
A/(l-a) '
_+ jV(l-a)
sen<j> cos<|>
Ak”=
- sen Mw, c
+ cosÀA u\
cosec 1' 7(W + //)cos<t>
Based of this advances we selected between 8 and 12
zones per image with communication ways
intersections between them or with rivers, in which we
could localize the point quickly in the land. Defined
these zones we printed them using bands 2, 3 y 4, in
1:100.000, 1:50.000 and 1:25.000 scales, for a more
exact location of the point in the land and its
correspondece with the images pixels.
AH = cos<)> cosXAuf + cos4> senXAw^
+ sen 4>Aw 3 c - aAa / jV + Aa (l -a )N sen 2 4>
Where:
Survey campaigns was realized to collect the GPS
coordinates of the ground control points selected. To
carry this out, two groups were formed, each one
compossed of a profesional (profesor) and one student.
Each goupe is traveling in a pick-up, and has a
TOPCON GPS geodetic receptor, model Turbo Sll of
double frecuency whose precision is bigger than the
precision requirements (about pixel, 15 metres in this
case). Because on this campaigns we spent several
days and as any receptor can acumúlate only four
hours of surveying data, each group also had a
Notebook PC to be able to download the data and
continue with the recepting process. This equipment
was completed with a cellular telephone.
Auf are the translation parameters between ellipsoids
centers (DMA parameters were used);
N is the normal radius of the terrestrial curvature whose
value is for the international ellipsoid:
N = 6389135.050 -10774.2275 cos4>
27.2534cos 2 <j> - 0.0766cos 3 2<j>
e is the first excentricity, whose value for the
international ellipsoid is: 0,081991889979
During these campaings we realized identifications and
recognitions of the main feature patterns of land use,
viewable in the images. This job was registred in colour
prints hardcopies in 1:100.000 scale that we possesed
to carry out this work.
When the data was collected, the data process began
which have three steps:
M is the curvature radius of the meridian that for the
international ellipsoid has the value:
/
M = 6399936.608/
V
1.00169061346
+ 0.00168918679 cos 24»
-0.00000142427 cos 2 24»
+ 0.0000000240COS 3 24»
V
y
1- G.C.P. coordinates calculation: with GCP
equipments software the land observations was
H is the geometric height to the physic surface of the
earth.