Full text: Real-time imaging and dynamic analysis

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1 lens 
A total number of 49 images was acquired during the 
project. 19 images were taken from the helicopter with the 
28 mm lens. These images have an image scale of about 
1 : 2850 and the average object distance for theses images 
is about 80 m. A total of 30 images was acquired from ter- 
restrial viewpoints using the 18 mm lens. These images 
have a mean object distance of about 25 m, which results 
in an image scale of about 1 : 1400. An overview of the 
camera configuration is given in Figure 4. 
  
—L- "aerial" images 
— "terrestrial" images 
Figure 4: Camera configuration 
3. OBJECT ORIENTED MEASUREMENT WITH 
DIPAD 
The reconstruction of man-made objects is a non-trivial 
task. They are often complex, irregular, appear different 
according to their function or context, etc. In a typical 
non-controlled environment like outdoor scenes, their ex- 
traction from imagery is difficult due to occlusions (from 
other objects or due to perspective projection), illumina- 
tion effects (shadows or weak contrast), radiometric inter- 
ferences or varying background. 
DIPAD aims on the automated and object oriented genera- 
tion of as-built CAD models. It combines a CCD-sensor 
based image acquisition with a semi-automatic processing 
of the image data in a CAAD controlled environment. The 
main features of the system are: 
« possibility of self-diagnosis (quality control), 
potential for high accuracy and reliability (redundant 
sensor data), 
e flexibility with respect to the three-dimensional 
reconstruction of buildings or parts of buildings, and 
e performance of object oriented measurements. 
The problem of object recognition and measurement is 
solved in a way that the image interpretation task is done 
by the user (architect, art historian, etc.) and the recon- 
struction and measurement of the precise geometry from 
multiple images is performed automatically by the com- 
puter (HICOM principle). A human operator makes easily 
use of his knowledge about the real world (mostly subcon- 
sciously) while looking at an image and can easily filter 
the necessary information from the images for his task 
and/or complete the missing information in his idea. Fol- 
lowing a combined top-down and bottom-up strategy a 
coarse given CAD model will be iteratively refined until 
the desired degree of detail is achieved. 
3.1. Object Models 
Object models can be treated as abstractions of real world 
objects. These are necessary in order to process objects of 
the complex and extensive reality in a computer environ- 
ment. Each attempt to represent reality is already an ab- 
straction. The most important role played in the definition 
of models is the proper balance between correctness and 
tractability, i.e., the results given by the model must be ad- 
equate both in terms of the solution attained and the cost 
to attain the solution. 
There are several ways to describe an object in a CAD en- 
vironment. In general, 3D models can be divided into 
three different classes of models: wireframe models, basi- 
cally defined through vertices and their connecting edges, 
surface models, describing objects as an ordered set of 
surfaces, and volumetric models, describing objects by 
volumes. The class of volumetric models as the most in- 
teresting one comprises more sub-classes, such as para- 
metric models, sweep representation schemes, cell 
decomposition schemes, boundary representations, con- 
structive solid geometry, hybrid models and others. Each 
of these classes has its specific advantages and disadvan- 
tages for different tasks. But there is no class which is op- 
timal for all tasks. 
The formal data structure in DIPAD (see Fig. 5) consists 
of two data sets, the photogrammetric data, which con- 
tains all the information about cameras, images and sta- 
tions, and the object data. The object data consists of three 
related data structures: the geometric data, the topologic 
data and the thematic data of the object. The topologic 
part of the object model consist of six classes, which rep- 
resent the hierarchical structure of the object. The ele- 
ments of a hierarchical class consists of the elements of 
the next lower hierarchical class. The six classes for the 
topologic data are vertices, edges, areas, volumes, con- 
structive units and objects. The three classes of geometric 
primitives contain the geometric description of the corre- 
sponding topologic element. These classes are points, 
lines and surfaces. 
Beside the topologic and the geometric classes there are 
also five classes of thematic attributes, which correspond 
to the topologic primitives. These attributes contain infor- 
mations which are not of topologic or geometric nature 
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