Figure 5(b): The correlation between camera coordinate
and the chessboard coordinate.
As to the above-mentioned cooperative calibration,
we adopted the calibration toolbox on Matlab
platform (Xie, 2012). The classical chessboard is
utilized to get the internal parameter matrixes of the
two component cameras, see Fig. 5(a) The external
matrixes and the rotation and translation relation
between the two cameras is calculated using the 3D
calibration methodology, see Fig. 5(b).
Now, we execute the proposed automatic co-
calibration method, see the Fig. 6.
Figure 6: The interface of the automatic co-calibration
procedure.
In Fig.6, the left image is the scene of master
camera and the right is the slave camera. The green
points painted in the left images is the pre-set
calibration points. These nine points split the whole
into four sections. Those points lie in the four
sections are calibrated by the interpolated methods.
By this mechanism, the procedure can
automatically deal the co-calibration job between the
two cameras. The experiments shows its
effectiveness and efficiency.
ACKNOWLEDGEMENTS
Our research was supported by the Project of
Shanghai Municipal Commission Of Economy and
Information (No.12GA-19), the standard revision
project on public security named “Technical
requirements for interested object detection and
tracing using the collaborative multicamera in
surveillance video system” (No. C14726).
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