In: Paparoditis N.. Pierrot-Deseilligny M.. Mallet C.. Tournaire O. (Eds). 1APRS. Vol. XXXV111. Part ЗА - Saint-Mandé, France. September 1-3. 2010
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QUALITY MEASURES FOR BUILDING RECONSTRUCTION FROM AIRBORNE
LASER SCANNER DATA
Sander Oude Elberink
Faculty of Geo-information Science and Earth Observation (ITC), University of Twente
Hengelosestraat 99, P.O. Box 6, 7500 AA Enschede The Netherlands
oudeelberink@itc.nl
Commission III, \VG 111/4
KEY WORDS: buildings, laser scanner data, quality analysis
ABSTRACT:
As 3D city models become more detailed and more accurate, it is of importance to correctly judge the quality of these models. The
problem is that the quality of 3D buildings is composed of multiple indicators that cannot easily fit into a single value. Before
analysing differences between reference data and 3D models, it is necessary to understand the realisation of the 3D models. The
following study presents criteria to evaluate the quality of reconstructed building models, from a reconstruction point of view. This
can be seen as a relative quality check, as no usage has been made of independent reference data. The advantages of the relative
quality check are that the quality can be predicted for the complete dataset and that it provides information on which object parts are
less accurately reconstructed than others. In this paper we describe several quality measures on buildings that have been
reconstructed using airborne laser data. It is shown how the quality measures can be used to gain insight in the quality of the output,
but also to improve processing steps along the way from laser data to 3D model. If future users have to indicate if the model is
suitable for certain applications, it is advised to deliver these quality measures together with the reconstructed model.
1. INTRODUCTION
Reconstructing buildings in 3D has been a challenging research
topic for at least ten years, and will be in future as long as
acquisition systems are improving and model requirements are
increasing. The tendency is that the reconstructed models
become more realistic and more detailed. Once the city model
has been created, it is likely that it is stored at a central location,
from where multiple users have access to the model. Therefore
a description on the quality of the model is necessary in order to
decide if the model can be used for certain applications. Only
specifying what the Level of Detail (LoD) is does not mean that
the geometric accuracy of the model has been determined.
Mostly, general parameters such as minimum footprint size and
positional accuracy values are mentioned for a certain LoD
(Kolbe et al., 2005). However, this does not give an insight in
the quality of the specific building models.
Figure 1. Various questions concerning the quality of 3D
buildings.
The problem is that the quality of 3D buildings is composed of
multiple indicators that cannot easily fit into a single value.
Figure 1 shows a number of questions that deal with the
geometric accuracy of a 3D building. The questions are part of
the overall question whether the building model is usable for a
certain application.
For an absolute accuracy measure, an independent reference
dataset would be needed in order to check for differences
between the reconstructed models and the reference dataset.
These differences contain information on the mean and local
variation in 3D between reference data set and reconstructed
model. Reference data can be acquired manually or semi
automatic, as in (Rottensteiner, 2006). If the reference data is
considered to be the ground truth, its quality should be better
than the reconstructed models. The problem is that such a
detailed reference dataset might not be available (yet) at a large
scale for detailed models as in Figure 1. When using reference
data to determine the quality of a certain set of reconstructed
buildings, it is necessary to correctly analyse differences
between the two datasets.
Suppose the building from Figure 1 has been constructed using
an airborne laser data set. The top ridges have been determined
by intersection of two roof faces, which are accurately
described by a plane through planar segments. The top ridges in
Figure 1 can be determined with a higher accuracy than the
gutter of the same building. This information is essential when
analysing differences between the model and reference data of
either the ridges or the gutters.
Before checking on reference data, we can predict the quality of
the reconstructed models using internal quality measures. These
quality measures can be calculated from the input data, and can
therefore not be seen as independent. However, it is a measure
for the expected quality. The advantages are that the quality can
be predicted for the complete dataset and that it provides
information on which object parts are less accurate than others.
When such a quality description is directly attached to the
reconstructed building models, it will be possible to perform a
stochastically correct quality check using reference data once
available. Especially in the phase of creating city models,
instead of updating these models, it is important to describe the
expected quality using internal measures.