752 IEEE TRANSACTIONS ON GEOSCIENCE AND REMOTE SENSING, VOL. 53, NO. 2, FEBRUARY 2015
Robust Reconstruction of Building Facades for Large
Areas Using Spaceborne TomoSAR Point Clouds
Muhammad Shahzad, Student Member, IEEE, and Xiao Xiang Zhu, Member, IEEE
Abstract—With data provided by modern meter-resolution syn-
thetic aperture radar (SAR) sensors and advanced multipass
interferometric techniques such as tomographic SAR inversion
(TomoSAR), it is now possible to reconstruct the shape and mon-
itor the undergoing motion of urban infrastructures on the scale
of centimeters or even millimeters from space in very high level of
details. The retrieval of rich information allows us to take a step
further toward generation of 4-D (or even higher dimensional)
dynamic city models, i.e., city models that can incorporate tempo-
ral (motion) behavior along with the 3-D information. Motivated
by these opportunities, the authors proposed an approach that
first attempts to reconstruct facades from this class of data. The
approach works well for small areas containing only a couple
of buildings. However, towards automatic reconstruction for the
whole city area, a more robust and fully automatic approach is
needed. In this paper, we present a complete extended approach
for automatic (parametric) reconstruction of building facades from
4-D TomoSAR point cloud data and put particular focus on robust
reconstruction of large areas. The proposed approach is illustrated
and validated by examples using TomoSAR point clouds generated
from a stack of TerraSAR-X high-resolution spotlight images from
ascending orbit covering an approximately 2-km
2
high-rise area in
the city of Las Vegas.
Index Terms—Clustering, facade reconstruction, point density,
TerraSAR-X, tomographic SAR (TomoSAR) inversion, 4-D point
cloud.
I. I NTRODUCTION
A
UTOMATIC detection and reconstruction of buildings
has been an active research area for at least two decades.
Despite an extensive research effort, the topic is still of great
interest due to ever increasing growth of urban population
which gives rise to a wide range of potential applications
in various fields. For instance, building footprints (i.e., 2-D
building outline/shape) can be used for urban landscape devel-
opment [1], urban planning [2], damage assessment [3], disaster
management [4], navigation purposes [5], etc. Additionally,
Manuscript received December 13, 2013; revised April 7, 2014; accepted
May 7, 2014. This work was supported in part by the Helmholtz Associa-
tion under the framework of the Young Investigators Group “SiPEO.” This
work was also part of the project “6.08 4-D City” funded by the IGSSE of
Technische Universität München and the German Research Foundation (DFG,
Förderkennzeichen BA2033/3-1).
M. Shahzad is with the Lehrstuhl für Methodik der Fernerkundung, Tech-
nische Universität München, 80333 Munich, Germany (e-mail: muhammad.
shahzad@bv.tum.de).
X. Zhu is with the Lehrstuhl für Methodik der Fernerkundung, Technische
Universität München, 80333 Munich, Germany and also with the Remote
Sensing Technology Institute (IMF), German Aerospace Center (DLR), 82234
Wessling, Germany (e-mail: xiao.zhu@dlr.de).
Color versions of one or more of the figures in this paper are available online
at http://ieeexplore.ieee.org.
Digital Object Identifier 10.1109/TGRS.2014.2327391
2-D footprint data in combination with height information
can generate 3-D building models. Such models are essential
for virtual city modeling [6] and 3-D GIS applications (e.g.,
commercial software such as Google Earth, Apple Maps, etc.).
Other possible usages may include analyzing solar potential
over building roofs [7], placing and installing telecommunica-
tion antenna towers [8], Web-based mapping [9], tourism [6],
architecture [10], augmented reality applications [5], [11], and
many more.
Spaceborne synthetic aperture radar (SAR) sensors are able
to provide day/night global coverage in virtually all weather
conditions. Moreover, due to coherent imaging nature, by using
acquisitions taken at different times, it is also uniquely capable
of imaging the dynamics of the illuminated area in the scale of
centimeters or even millimeters. These benefits have motivated
many researchers, and therefore, several methods have been
developed, which use very high resolution (VHR) spaceborne
SAR imagery for detection and reconstruction of man-made
structures in particular buildings. For instance, single-aspect
SAR-image-based approaches for building reconstruction are
proposed in [12]–[14]. Due to the fact that only single SAR
images are used, these approaches predominantly perform well
mostly only for isolated buildings but not for dense urban areas
where the buildings are densely packed and smaller buildings
are often occluded by the higher ones [15]. To resolve this,
interferometric SAR (InSAR) data, SAR image pairs taken
from slightly different viewing angles, are used, e.g., a modified
machine vision approach is proposed in [16] to detect and ex-
tract buildings. The algorithm is based on local approximation
of best fitting planes in the segmented regions of interest. Simi-
larly, Thiele et al. [17] also developed a model-based approach
to detect and reconstruct building footprints using orthogonal
InSAR images. Another automatic approach based on modeling
building objects as cuboids using multiaspect polarimetric SAR
images is presented in [18]. In data fusion context, the use of
optical imagery has also been exploited along with SAR [19]
and InSAR [15] datasets, respectively. Despite of the active
ongoing research in the area, the problem of building recon-
struction still remains challenging due to inherent characteris-
tics with SAR images such as geometrical projection caused
by the side-looking geometry [20]. Moreover, complex build-
ing structures and high variability of objects appearing in the
images make automatic building detection and reconstruction
a challenging task. For example, problems posed by occlusion
of smaller buildings/objects from the higher ones render diffi-
culties in large area extension. Therefore, prior knowledge is
often incorporated with certain regularization (geometric) con-
straints for realistic and automatic reconstruction. For instance,
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