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3D surface registration in dental application

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Acquisition of 3D surfaces using Cyberware 3D laser scanner: Background (3 of 3) ... Use geometric consistency measure to remove false point correspondences. ... – PowerPoint PPT presentation

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Title: 3D surface registration in dental application


1
3D surface registration in dental application
  • Gaoyu Xiao
  • Jan 11, 2008

2
Content
  • Background
  • Traditional approach
  • Our approach
  • Experimental results
  • Conclusion

3
Background (1 of 3)
Given the 3D surfaces of a complete tooth and
dental cast model of a patient, the aim is to
estimate the position of the hidden tooth root in
the dental cast model.
4
Background (2 of 3)
  • Acquisition of 3D surfaces using Cyberware 3D
    laser scanner

5
Background (3 of 3)
  • Crown surface extraction from dental cast
    (Kondo,TMI04)

6
Traditional approach (1 of 3)
  • Use certain surface descriptor, e.g. spin-image
    (Johnson,99), to find the point correspondences,
    based on which 3D spatial transformation can be
    computed.
  • No need for initial estimate or feature
    extraction.
  • False point correspondences may occur, which need
    to be removed before the computation of the 3D
    transformation.

7
Traditional approach (2 of 3)
  • Spin-image (Johnson,PAMI99)

8
Traditional approach (3 of 3)
  • Use geometric consistency measure to remove false
    point correspondences.

where C1s1,m1 and C2s2,m2 are two pairs of
point correspondences.
  • Con Every two correspondences need to be
    compared with each other.

9
Our approach (1 of 4)
  • Use spin-image to find the candidate point
    correspondences
  • Compute spin-images only for candidate vertices.

10
Our approach (2 of 4)
  • False point correspondences after comparison of
    spin-images

11
Our approach (3 of 4)
  • Efficient rejection of false point
    correspondences
  • Use 4-point tuples to compute the corresponding
    centroid (i.e. translation).

12
Our approach (4 of 4)
  • Efficient rejection of false point
    correspondences
  • Use modified-ISODATA algorithm to cluster the
    transformation parameters
  • Further iterative refinement (Umeyama,PAMI91) of
    transformation parameters.

13
Experimental results (1 of 4)
  • Teeth without outliers

14
Experimental results (2 of 4)
  • Teeth with outliers added

15
Experimental results (3 of 4)
  • Numerical comparison

16
Experimental results (4 of 4)
  • Bunny

17
Conclusion
  • Our approach is especially applicable to the 3D
    partial registration of smooth surface objects
    that may also have many regionally similar
    surface patches.

18
Thank You
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