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International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, Vol XXXV, Part B5. Istanbul 2004
e support of manual mode for 3D measurements
e capability of measurement of area of every cut tree in
package
e capability of measurement of area of polygon including all
cut trees in package
e capability of calculating the number of trees in package
e capability of modification into real-time measurement
system
Below the developed methods of 3D measurements are
described along with outlines of the hardware used for image
acquisition and the software realized the developed algorithms.
2. SYSTEM OUTLINE
2.1 Hardware configuration
The proposed volume measurement techniques were developed
using laboratory photogrammetric system operating with model
wood logs and wood packages of the scale factor 1:10 (the real
size of objects to be measured being in range of 2.5-3.0 m.).
The laboratory system is based on PC as central processing unit
and non-metric CCD video camera as image acquisition device.
It includes:
e Pentium4-1.4/512MB PC
e 2 high resolution PULNiX CCD cameras equipped with 12-
mm focal length lenses
e 2 channel PCI frame grabber
e Laser stripe line projector
The PC is equipped by frame grabber providing simulations two
channel image acquisition and on-board stripe light detection
function. The view of laboratory system is shown in the Fig. 2.
Figure 2. The view of laboratory system
The system is designed for working space of 300x300x200 mm
dimensions.
2.2 System calibration
As long as laboratory system uses non-metric cameras for
measuring purposes the preliminary cameras calibration is
performed. The original calibration procedure based on images
acquisition of planar test field is fully automated as a result of
applying coded target for reference point marking (Knyaz V.,
1998; Knyaz V .,2002 ).
Calibration includes two stages: a) interior camera parameter
determination and b) system external orientation. As a
consequence of first calibration stage the parameters of interior
orientation (principal point x, v,, scales in x and y directions
m, m,, and affinity factor a, the radial symmetric Kj, KK;
distortion and decentering P, P; distortion) are estimated.
Precision results (standard deviation) of interior orientation
estimation are given in table 1:
spatial reference points coordinates 0,,7 0.011 mm
angle exterior orientation parameters Oye = 0.038°
Opp = 0.034 mm
residuals of collinearity conditions
Table 1. Precision of interior orientation
The exterior orientation procedure (second stage) is performed
using the same planar test field for estimating unknown relative
orientation parameters: (X;, Y, Z;) — location and (04,0,K;)
and angle position of the left camera and (X,, Y,. Z,) — location
and (05,05,&;) and angle position of the right camera relatively
external coordinate system origin defined by test field. The
residual of collinearity conditions for external orientation
procedure is 0.04 mm.
The results of calibration demonstrate the reasonable accuracy
for task of 3D measurements.
To support the proposed technology original software for
WindowsXP is developed. It provides the complete technology
of 3D measurement:
* image acquisition
e System automated calibration
* image processing for feature extraction
e calculating the required characteristics and report
generation
3. PACKAGE AREA MEASUREMENT
3.1 Measurement techniques
Two approaches for automated front area of a package
measuring are developed. The first approach is aimed on
recognising all ellipses (log cuts) in two images and establishing
correspondence between the found circles. Then area of spatial
circle can be determined. This approach has problems for
convergent image acquisition when the circle looks like ellipse
(Fig. 3.) and the problem of ellipse recognition is more
complicated then circle extraction.