Full text: XVIIIth Congress (Part B2)

ESS N LE 
  
The figure above traces the development of the 
current applications to their roots in systems developed for 
the government and other customers. The areas labeled 
“technology insertion” were developed on SAIC internal 
development funding, in support of planned government 
efforts and with the intent of generating a commercial 
production capability. 
SAIC, at the present time, does not sell these 
integrated photogrammetric systems, but uses them 
internally to generate data for various commercial and 
government applications. We are one of the U.S. Geological 
Survey's National Digital Orthophoto Program contractors, 
and under that program have produced or have in production 
over 5000 digital orthophoto quarter quadrangles using the 
GIS MAGIC™ system which is described below. That same 
system has been used to produce high resolution 
orthophotos at a ground resolution of 0.125 meter for 
Tauranga, New Zealand. 
For various customers, we have developed 
processing capabilities which we are adding to our integrated 
solutions as the need arises. Of course, applications 
developed for a specific customer must be tailored to operate 
properly within the environment used by that customer. 
Within these limitations imposed by the customers for 
compatibility with their systems, we make a concerted effort 
to ensure that the technology which we develop for them is 
compatible with our internal integrated system, so that we 
can incorporate those capabilities into our internal systems 
at minimum expense. We benefit internally from this 
approach, because our integrated internal systems are 
continually growing in capability, but the government 
customers who pay for the development also benefit because 
of the potential for re-using algorithms developed for other 
government customers to minimize new development costs. 
2. The GIS MAGIC™ System 
The roots of the GIS MAGIC™ system are in a 
system which SAIC developed for the U.S. Defense Mapping 
Agency, called the Digital SAR Workstation (DSW). DSW 
was originally designed for mensuration, triangulation, 
orthorectification, and mosaicking of Synthetic Aperture 
Radar (SAR) imagery. However, the generality of the 
approach used in that project allowed the same 
orthorectification software, and the solution framework of 
the aerial triangulation software, to be used for optical 
imagery as well. The current system will process SAR, aerial 
photographs, and SPOT data, with the capability of easily 
adding dynamic camera models from various reconnaissance 
sensors. The various photographs are essentially objects, in 
the object oriented programming sense. Each photograph 
comes with a key to an imagery type, which dictates the 
software to be used to produce the projective equations and 
the partial derivatives. These elements are simply entered 
into the appropriate slot in the solution template. This is 
the key to an integrated photogrammetric workstation; the 
basic software architecture is entirely modular, and new 
sensors fit into the existing framework with only new 
projective equations and their partial derivatives needing to 
be computed. 
Gi N Ca i EE A EPOR E E 
The key to the generality of the GIS MAGIC™ 
system is in the fact that rational functions are used to model 
the sensors in all operations beyond the aerial triangulation. 
The use of rational functions allows a common mathematical 
formulation for all imaging sensors, and thus allows the 
applications software to operate without regard to the actual 
sensor involved. In fact, combinations of sensors may be 
readily accommodated. The rational function has the form: 
x=R, (X,Y. 2D 
y= R, (X, Y,Z) 
where: 
® x,y are image coordinates (these could just as well be 
line and sample pixel coordinate) 
e  X,Y,Z are ground coordinates of the point in some 
desired reference system 
e R, and R, are rational functions of the form: 
R,= P/Q, R, = S/Q 
where P, and S are polynomials of the form: 
a+bX 4cY 4dZ «eX? «Y? «gZ^ +hXY HYZ +XZ 
+kX° +1Y* +mZ* +nXY? +0X°Y 4pXZ? «qX^'Y +rYZ 
-5Y?Z 
and Q is of the same form, with “a” set to a constant 
1 to preclude an ambiguous scale. 
The evolution from a system for processing SAR 
data to one which processes standard aerial mapping images 
is not a simple transition. It comes from the adherence to 
the tenets expressed in the introduction to this paper, 
namely modular construction, with an eye to the eventual 
goal. Not only does SAIC benefit from this approach; the 
government also benefits because of the case of 
maintainability and modification of the software. 
The system is hosted on a Sun SPARC -S-Bus 
workstation conforming to IEEE 802.3. The Sun hardware is 
enhanced with a Tech Source Image Display board to permit 
high speed display of imagery. The Tektronix 1024x1024 
display provides high resolution monochrome viewing. 
Stereo viewing is achieved with an active liquid crystal 
polarizing screen, which permits the use of passive 
polarizing eyewear. These passive glasses are less bulky, 
easier to use, do not require batteries, and are much less 
expensive than the active eyewear used in some other 
displays. 
3. USE OF GISMAGIC™ 
The GIS MAGIC system is designed to derive image 
maps which are precisely geocoded to an absolute coordinate 
frame. Every pixel in the output image can be related exactly 
to a specific location in ground space. In order to 
accomplish this geocoding, the photogrammetric imaging 
event must be precisely modeled. GIS MAGIC™ contains the 
ability to rigorously model the taking geometry of the 
photogrammetric camera. Although GIS MAGIC™ has the 
capability of performing the aerial triangulation solution, it 
will also accept solutions performed by outside service 
firms, when it is determined that such an outside service is 
cost effective. During the planning process, the hardcopy 
photo prints are placed on a digitizing table, and the 
position of the chosen control and pass points is recorded 
relative to the fiducial coordinate system, so that patches of 
124 
International Archives of Photogrammetry and Remote Sensing. Vol. XXXI, Part B2. Vienna 1996 
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