mechanical structure of the optical setup and by shadow
effects. A synchronized geometry provides a way to alleviate
these tradeoffs. Rioux, 1984, introduced a synchronized
scanning scheme, with which large fields of view with small
triangulation angles can be obtained without sacrificing
precision. With smaller triangulation angles, a reduction of
shadow effects is inherently achieved. The intent is to
synchronize the projection of the laser spot with its
detection. As depicted in Figure 3, the instantaneous field of
view of the position detector, defined by P and f, follows
AZ :
| Object (X,Z)
RM een Eee > X
| Lens
<::: Position
Detector
rice prep
| Laser Fon
Figure 3: Synchronized scanner approach
the spot as it scans the scene. The focal length of the lens is
therefore related to the desired depth of field or measurement
range and not to the field of view. Implementation of this
triangulation technique by an auto-synchronized scanner
approach allows a considerable reduction in the optical head
size compared to conventional triangulation methods. Figure
4 displays schematically the basic components of a dual-axis
auto-synchronized camera. A 3-D surface map is obtained by
(1) scanning a laser beam onto a scene with two oscillating
mirrors mounted orthogonally from one another, (2)
collecting the light that is scattered by the scene in
synchronism with the projection mirrors, and (3) focusing
this light onto a linear position-sensitive photo-detector.
Beraldin et al., 1993, give the functions of 3-D coordinates
computation for this implementation.
Laser
|
Y-Axis 1
\ Scanner
ST —
=
>
X-Axis
Scanner —— Collecting
Lens
MM co
05m «e, Position
Detector
Figure 4: Auto-synchronized scanner approach: dual-axis
synchronized scanner.
142
2.2. The BIRIS Camera
The BIRIS range camera was developed at NRC to work in
difficult environments where reliability, robustness, and
ease of maintenance are important. The optical principle of
BIRIS is shown in Figure 5. The main components are a
mask with two apertures, a camera lens, and a standard CCD
camera. In a practical implementation, the double aperture
mask replaces the iris of a standard camera lens (hence the
name bi-iris). A laser line, produced by a solid state laser
diode and a cylindrical lens, is projected on the object and a
double image of the line is measured on the CCD camera.
The separation between the two imaged lines is
proportional to the distance between the object and the
camera and provides direct information about the shape and
dimensions of the object. For example, in Figure 5, the line
separations bl and b2 represent the ranges Z1 and Z2
respectively. Details of the mathematical model and the
calibration can be found in Blais et al, 1992.
Object
theoretical
referece
plane
I
8
E
| L
I
-—
m
-
+ EN
mathematical transformation
m ,
from b to z
bl b2 1122
BIRIS Image Equivalent Range Image
Figure 5: The BIRIS range camera
3. CALIBRATION
Rigorous calibration is needed for both internal and
external camera parameters, and, when multi-sensors are
used, for the registration of the data acquired by the various
sensors. Specifically, it must recover:
- interior sensor parameters, including distortion parameters,
- position and orientation of all sensors (figure 6-b).
The calibration requires points of precisely known positions
in the object space coordinate system. For the set up shown
in figure 6-a, which is designed for environment modeling, a
set of well-defined targets mounted at various heights on
three orthogonal sides, is employed. The targets are centered
on blocks with flat surfaces. The main requirements for this
field of control point is the dimensional stability and the
high accuracy of measuring the target locations after they
have been built. This accuracy must be significantly higher
than the expected accuracy of the system. Therefore, care
must be exercised in measuring these targets with manual
surveying equipment or close-range digital photogrammetry.
The number and distribution of these targets must be
designed to completely cover the expected viewing volume
International Archives of Photogrammetry and Remote Sensing. Vol. XXXI, Part B5. Vienna 1996
of all the senso
1096 of the stan
The calibratioi
platform wher
position where
to be adjusted ¢
as refocusing) v
calibration is
(Beraldin et al,
Z
ef
Y)
N
Y.
Z
0,
Local
Yo Syste
]
4. MULTI-VI
The constructic
requires a large
view of sensoi
itself. Each \
ordered set of
coordinate syst
rigid transfor:
common Carte
This process i
orientation of t