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Building 3D Surface Network From 2D Curve Networks with Application to Anatomical Modeling

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Title: Building 3D Surface Network From 2D Curve Networks with Application to Anatomical Modeling


1
Building 3D Surface Network From 2D Curve
Networks with Application to Anatomical Modeling
  • Tao Ju
  • Washington University in St. Louis

2
Brain Atlases
  • A roadmap of the brain
  • Models the partitioning of anatomical regions
  • Mapping 2D data from individual brains onto a
    common atlas

3
Atlas-based Brain Database
  • Geometric database of gene expressions Ju et al.
    2003
  • 2D brain atlas represented as subdivision meshes
  • Gene data from different brains mapped onto a
    same atlas
  • Online tools for spatial queries
  • Identify genes with specific expressions in
    specified regions

4
3D Mouse Brain Atlas
  • Surface network partitioning anatomical regions
  • Mapping 3D data from different brains to common
    atlas
  • From 2D tissue sections
  • Better resolution than 3D imaging, e.g. MRI.

5
Building 3D Atlas
Curve Network
6
Previous Work
  • Connecting 2D curves to 3D surfaces
  • Keppel 1975 Fuch et al.1977 Ganapathy and
    Denneh 1982 Boissonnat 1988/1992 Meyers et
    al.1992 Welzl and Wolfers 1994 Bajaj et al.
    1996 Oliva et al.1996 Barequet et al.
    1996/2000/2003
  • Surface between 2 materials
  • Gaps and self-intersections for gt2 materials

7
Goal
  • Automatically builds error-free surfaces for
    multiple materials
  • Geometric correctness
  • Allows convenient user interaction
  • Topology correctness
  • Volumetric Approach
  • Avoid voxelization Weinstein 2004

8
Step 1- Projection
  • Project curve networks from two sections
    orthogonally onto a common plane
  • Partitions the plane into disjoint regions
  • Each region forms a wedge in space

9
Step 2 - Topology Graph
  • A wedge is partitioned vertically into layers
  • Nodes within a wedge and between neighboring
    wedges are connected by edges
  • Nodes/edges determine how volumes are formed

10
Step 3 - Polygonalization
  • Build polygonal boundaries of volumes
  • Triangulation induces splitting of wedges into
    triangular prisms
  • Topology graph split into topology grid
  • Polygons dual to edges in the grid connecting
    different materials

11
Automatic Surface Construction
  • Synthetic example

12
Automatic Surface Construction
  • Reconstruction of Cortex and Olfactory Bulb

First twenty anno-tated sections
Surface network
Wire frame view of Cortex
13
Topology Modification
Default Graph
14
Example
  • Connecting broken structures in Ventricles

Automatic construction
After topology change
15
Polygonal Mouse Brain Atlas
16
Polygonal Mouse Brain Atlas
17
Polygonal Mouse Brain Atlas
18
Acknowledgement
  • Prof. Joe Warren at Rice University
  • Collaborators
  • Baylor College of Medicine
  • James Carson, Gregor Eichele, Christina Thaller,
    Wah Chiu
  • University of Houston
  • Ioannis Kakadiaris, Musodiq Bello
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