vhich
ding
data.
nable
ilding
> data
range
usion
ting a
ssured
h can
close-
imeras
images
mation
; about
tarting
points
results
)), and
jentary
ich that
uilding
ind the
1 future,
ped to
points
nearly-
was l0
ystems.
systems
Ve then
ipplying
ata sels
sting of
| section
ectively.
plication
ummary
International Archives of the Photogrammetry, Remote Sensing
Reference
Data
Acquisition
Sensors ll Data
Terrestrial i Surface
Laser Scanner => i Points
Digital Camera => | Images
: f
i É
Total Station —> i
: Points
Figure 1. Framework for generating precision
2. THE PROPOSED FRAMEWORK
We propose a framework to generate precision building models
from terrestrial sensory data. As shown in Fig. 1," this
framework includes two main stages, data acquisition and data
processing. Data acquisition involves collecting three types of
data about a target (a building). These data are surface points,
images, and reference points acquired by a laser scanner, a
digital camera, and a total station, respectively. Data processing
involves deriving a precision building model from these sensory
data. The model retains geometric information (shapes and
positions) in absolute coordinates with radiometric information
(texture).
3. DATA ACQUISITION
3.1 Sensor Overview
3.1.1 Laser Scanner: Using a laser scanner, we can acquire
numerous points densely sampled from the surfaces of a
building. The laser scanner transmits laser pulses to the target
and receives the return pulses reflected at a surface of the target.
It then computes the travelling time of a laser pulse and
converts it into the range between the scanner and the target.
The range is combined with the direction of the pulse recorded
by the scanner itself to generate three dimensional coordinates
of the point on the target at which the pulse is reflected. The
coordinates are expressed in a coordinate system fixed to the
laser scanner. The coordinate system depends on the orientation
and position of the scanner and thus is not an absolute
coordinate system fixed to the Earth.
3.12 Digital Camera: Using a digital camera, we can
acquire. color images of a building. This camera is not
necessarily a metric camera retaining high resolution and
accuracy. A general purpose digital camera must be sufficient
since the images are used for obtaining only texture information.
To derive precise geometric information from the image, we
should first perform camera calibration processes. A promising
algorithm for the calibration is presented by Habib et. al. (2002).
985
and Spatial Information Sciences, Vol XXXV, Part B7. Istanbul 2004
Data
Processing
Model
Geometric Models
(shape & positions)
Radiometric Models
(texture)
Georeferencing
(absolute coordintes)
pos J
building models from terrestrial sensory data.
3.1.3 Total Station: Using a total station, we can acquire the
accurate coordinates of reference points in an absolute
coordinate system. A prism rod is erected at each reference
point to facilitate a convenient measurement of its location
using the total station. The measured reference points should be
also identifiable from the point clouds and images acquired by
the laser scanner and digital camera so that they can be used for
geo-referencing these data.
3.2 Sensor Configuration
Sensor configuration considers positioning sensors and locating
reference points. A filed of view of a sensor is always limited
and thus the data set acquired at a position can cover only
partial area of a building. Hence, the sensors should be carefully
positioned so that the entire facets of the building can be
covered. Data sets obtained at adjacent positions should include
sufficient overlaps for their registration. Reference points are
located so that each data set can include four reference points
that do not lie on a straight line. Two points among them are
overlapped by an adjacent data set. Figure 2 shows an example
of sensor configuration, where the diamonds indicate the
locations of the laser scanner and digital camera and the
triangles those of the reference points.
+ »
\ A A
A A
A Aa —j
/ A ^A \
/ \
§ i^ i
/ a Y
/ po a — te, à
/ — " a A
+ " $
Figure 2. An example of sensor configuration