National Energy Research Scientific Computing Center (NERSC) Visualization Highlights Cristina Siegerist NERSC Center Division, LBNL October 4, 2005.

Slides:



Advertisements
Similar presentations
An Adaptive MLS Surface for Reconstruction with Guarantees
Advertisements

Reconstruction from Voxels (GATE-540)
1 st Meeting, Industrial Geometry, 2005 Approximating Solids by Balls (in collaboration with subproject: "Applications of Higher Geometrics") Bernhard.
Games, Movies and Virtual Worlds – An Introduction to Computer Graphics Ayellet Tal Department of Electrical Engineering Technion.
Surface Reconstruction From Unorganized Point Sets
Analysis of Contour Motions Ce Liu William T. Freeman Edward H. Adelson Computer Science and Artificial Intelligence Laboratory Massachusetts Institute.
Junjie Cao 1, Andrea Tagliasacchi 2, Matt Olson 2, Hao Zhang 2, Zhixun Su 1 1 Dalian University of Technology 2 Simon Fraser University Point Cloud Skeletons.
Flow Complex Joachim Giesen Friedrich-Schiller-Universität Jena.
Computing 3D Geometry Directly From Range Images Sarah F. Frisken and Ronald N. Perry Mitsubishi Electric Research Laboratories.
Non-Manifold Medial Surface Reconstruction from Volumetric Data 12010/6/16 Takashi Michikawa and Hiromasa Suzuki Research Center for Advanced Science and.
GATE D Object Representations (GATE-540) Dr.Çağatay ÜNDEĞER Instructor Middle East Technical University, GameTechnologies & General Manager SimBT.
Surface Reconstruction from 3D Volume Data. Problem Definition Construct polyhedral surfaces from regularly-sampled 3D digital volumes.
Direct Methods for Visual Scene Reconstruction Paper by Richard Szeliski & Sing Bing Kang Presented by Kristin Branson November 7, 2002.
Tamal K. Dey The Ohio State University Delaunay Meshing of Surfaces.
Shape Modeling International 2007 – University of Utah, School of Computing Robust Smooth Feature Extraction from Point Clouds Joel Daniels ¹ Linh Ha ¹.
Surface Reconstruction Some figures by Turk, Curless, Amenta, et al.
Surface Reconstruction with MLS Tobias Martin CS7960, Spring 2006, Feb 23.
T. J. Peters, University of Connecticut K. Abe, J. Bisceglio, A. C. Russell Computational Topology on Approximated Manifolds.
Tamal K. Dey The Ohio State University Computing Shapes and Their Features from Point Samples.
Scientific Data Representation and Mapping
CSE 681 Ray Tracing Implicit Surfaces. CSE 681 Overview Similar to CSG –Combine primitive objects to form complex object Primitives are “density fields”
Computer Graphics at The Ohio State University. Computer Graphics Group Ranked US News Top 15 Research Foci: computer animation, geometry modeling, scientific.
Frontiers in 3D scanning Prof Phil Withers Manchester X-ray imaging Facility University of Manchester.
Volume Graphics (graduate course) Bong-Soo Sohn School of Computer Science and Engineering Chung-Ang University.
Statistical analysis of pore space geometry Stefano Favretto Supervisor : Prof. Martin Blunt Petroleum Engineering and Rock Mechanics Research Group Department.
Gerald Dalley Signal Analysis and Machine Perception Laboratory The Ohio State University 07 Feb 2002 Linux Clustering Software + Surface Reconstruction.
Dobrina Boltcheva, Mariette Yvinec, Jean-Daniel Boissonnat INRIA – Sophia Antipolis, France 1. Initialization Use the.
INTEGRATED SYSTEMS 1205 Technology Education A Curriculum Review Sabine Schnepf-Comeau July 19, 2011 ED 4752.
Computer Science 631 Lecture 7: Colorspace, local operations
Visualization Group March 8 th, Visualization Group Permanent staff: –Wes Bethel (group leader) –John Shalf, Cristina Siegerist, Raquel Romano Collaborations:
Seeram Chapter 7: Image Reconstruction
Reconstruction of Water-tight Surfaces through Delaunay Sculpting Jiju Peethambaran and Ramanathan Muthuganapathy Advanced Geometric Computing Lab, Department.
Integral University EC-024 Digital Image Processing.
SURFACE RECONSTRUCTION FROM POINT CLOUD Bo Gao Master’s Thesis December, 2007 Thesis Committee: Professor Harriet Fell Professor Robert Futrelle College.
CS332 Visual Processing Department of Computer Science Wellesley College Binocular Stereo Vision Region-based stereo matching algorithms Properties of.
Lecture 7 : Point Set Processing Acknowledgement : Prof. Amenta’s slides.
: Chapter 11: Three Dimensional Image Processing 1 Montri Karnjanadecha ac.th/~montri Image.
Visual Computing Geometric Modelling 1 INFO410 & INFO350 S2 2015
1/43 Department of Computer Science and Engineering Delaunay Mesh Generation Tamal K. Dey The Ohio State University.
A New Voronoi-based Reconstruction Algorithm
CHAPTER 5 CONTOURING. 5.3 CONTOURING Fig 5.7. Relationship between color banding and contouring Contour line (isoline): the same scalar value, or isovalue.
Coherent X-ray Diffraction (CXD) X-ray imaging of non periodic objects.
3D Object Representations 2011, Fall. Introduction What is CG?  Imaging : Representing 2D images  Modeling : Representing 3D objects  Rendering : Constructing.
Shape Reconstruction from Samples with Cocone Tamal K. Dey Dept. of CIS Ohio State University.
With Tamal Dey, Qichao Que, Issam Safa, Lei Wang, Yusu Wang Computer science and Engineering The Ohio State University Xiaoyin Ge.
Using Technology to Study Cellular and Molecular Biology.
CDS 301 Fall, 2008 Domain-Modeling Techniques Chap. 8 November 04, 2008 Jie Zhang Copyright ©
Volume Graphics (graduate course) Bong-Soo Sohn School of Computer Science and Engineering Chung-Ang University.
3D Object Representations 2009, Fall. Introduction What is CG?  Imaging : Representing 2D images  Modeling : Representing 3D objects  Rendering : Constructing.
Bigyan Ankur Mukherjee University of Utah. Given a set of Points P sampled from a surface Σ,  Find a Surface Σ * that “approximates” Σ  Σ * is generally.
WLD: A Robust Local Image Descriptor Jie Chen, Shiguang Shan, Chu He, Guoying Zhao, Matti Pietikäinen, Xilin Chen, Wen Gao 报告人:蒲薇榄.
Digital Elevation Models (DEMs)Constructing Grid DEMConstructing Contour Map Constructing TIN DEM Grid DEM Quality Metric A Digital Elevation Model (DEM)
Using Virtual Reality for the Visualization of Developing Tissues J.P. Schulze 2, L.D. Soares 1, J. Weaver 1, A.S. Forsberg 2, S.M. Shim 2, K.A. Wharton.
Acquiring, Stitching and Blending Diffuse Appearance Attributes on 3D Models C. Rocchini, P. Cignoni, C. Montani, R. Scopigno Istituto Scienza e Tecnologia.
Computed tomography. Formation of a CT image Data acquisitionImage reconstruction Image display, manipulation Storage, communication And recording.
Unstructured Meshing Tools for Fusion Plasma Simulations
by students Rozhkov G.V. Khalikov E.V. scientific adviser Iyudin A.F.
Computed Tomography Image Reconstruction
: Chapter 11: Three Dimensional Image Processing
Shape Dimension and Approximation from Samples
3D Object Representations
CSc4730/6730 Scientific Visualization
Using Flow Textures to Visualize Unsteady Vector Fields
Domain-Modeling Techniques
X-ray micro computed-tomography
Delaunay Triangulation & Application
Adaptive Cooperative Systems Chapter 6 Markov Random Fields
Point-Cloud 3D Modeling.
Rocky K. C. Chang September 11, 2018
Computed Tomography (C.T)
Presentation transcript:

National Energy Research Scientific Computing Center (NERSC) Visualization Highlights Cristina Siegerist NERSC Center Division, LBNL October 4, 2005

Visualization Highlights: Visualization of 3D Reconstructions of Electron Tomography Data Ken Downing, Life Sciences Division, LBNL

The Science Bacteria contain a wealth of mechanisms that organize their internal and external structure. Electron tomography offers the possibility to localize the cell components at a resolution that allows a better understanding of their structure and function. The 3D reconstruction of whole cells should lead to the ability to model spatial and temporal relationships between sub- cellular structures, organelles and macromolecular complexes

The Science Electron Tomography consists of obtaining a three- dimensional reconstruction of an object from a series of projection images. Resolution depends on the resolution of the tilt angles and the dose.

From Images to Volume Reconstruction of dividing Caulobacter Crescentus cells

From Images to Volume Reconstruction of dividing Caulobacter Crescentus cells: isosurface after filtering

From Volumes to Surfaces AVS/Express Model builder application: –Provide an interactive interface to build a model of 2D features (membranes for example) in noisy data.

From Volumes to Surfaces AVS/Express Model builder application: –Select points along a membrane for each slice in the z direction

From Volumes to Surfaces AVS/Express Model builder application: –Add the sets

From Volumes to Surfaces AVS/Express Model builder application: –Build splines for each set and make a polyline field.

From Volumes to Surfaces AVS/Express Model builder application: –Triangulate the surface

From Volumes to Surfaces AVS/Express Model builder application: –Triangulate the surface

From Volumes to Surfaces

Start with the points selected on a membrane for each slice along the Z axis.

From Volumes to Surfaces Constructing the splines.

From Volumes to Surfaces Triangulation

From Volumes to Surfaces Triangulation

From Volumes to Surfaces

Journal of Bacteriology October 2005 Cover

From Volumes to Surfaces Problems: easy to solve: smoothing the surface. not so easy: stitching and bifurcations.

Another Approach: Point Clouds to surfaces Reconstruction of surfaces with boundaries from point clouds without the restriction of dense sampling: Normfet, AMLS and Co- Cone software provided by Dr.Tamal Dey, Ohio State University. References: –T. K. Dey and J. Sun. Normal and Feature Estimations from Noisy Point Clouds. Technical Report OSU-CISRC-7/50-TR50, July, 2005.Normal and Feature Estimations from Noisy Point Clouds –T. K. Dey and J. Sun. Adaptive MLS Surfaces for Reconstruction with Guarantees. Proc. Eurographics Symposium on Geometry Processing (2005), Adaptive MLS Surfaces for Reconstruction with Guarantees –N. Amenta, S. Choi, T. K. Dey and N. Leekha. A simple algorithm for homeomorphic surface reconstruction. Intl. J. Comput. Geom. Appl., Vol. 12 (2002), A simple algorithm for homeomorphic surface reconstruction –

Point Clouds to surfaces Start with the points selected on a membrane for each slice along the Z axis.

Point Clouds to surfaces Estimate the normals

Point Clouds to surfaces Smooth the cloud

Point Clouds to surfaces Smooth the cloud

Point Clouds to surfaces Reconstruct the surface with boundaries

Point Clouds to surfaces

Smoothing the point cloud using AMLS, Co-cone rescontruction (T.Dey Ohio State University)

Use of the Model