Physics-Based Deformable Models Applications to Computer Vision, Graphics and Medical Imaging
Physics-Based Deformable Models presents a systematic physics-based framework for modeling rigid, articulated, and deformable objects, their interactions with the physical world, and the estimate of their shape and motion from visual data. This book presents a large variety of methods and associated...
Main Author: | |
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Format: | eBook |
Language: | English |
Published: |
New York, NY
Springer US
1997, 1997
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Edition: | 1st ed. 1997 |
Series: | The Springer International Series in Engineering and Computer Science
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Subjects: | |
Online Access: | |
Collection: | Springer Book Archives -2004 - Collection details see MPG.ReNa |
Table of Contents:
- 7.4 Experiments with Constraints
- 8 Shape and Nonrigid Motion Estimation
- 8.1 Recursive Estimation
- 8.2 Kalman Filter Implementation
- 8.3 Recursive Estimation of Shape and Nonrigid Motion
- 9 Multi–Level Shape Representation
- 9.1 Related Work
- 9.2 Deformable Models: Geometry and Dynamics
- 9.3 Locally Adaptive Finite Elements
- 9.4 Summary of Model Fitting to Range Data
- 9.5 Experiments
- 10 Topologically Adaptive Models Based on Blending
- 10.1 Related Work
- 10.2 Blended shapes
- 10.3 Reconstruction and evolution
- 10.4 Experiments
- 11 Integration of Qualitative Segmentation and Pbm Methods
- 11.1 Related Work
- 11.2 Qualitative Model Extraction
- 11.3 Quantitative Shape and Motion Recovery
- 12 Motion–Based Part Segmentation and Tracking
- 12.1 Related Prior Work
- 12.2 Deformable Models: Extensions
- 12.3Inferring structure in 2D
- 12.4 Two–dimensional human body model acquisition
- 12.5 Three–dimensional Human Body model acquisition
- 16.5 Summary of the Navier–Stokes Algorithm
- 16.6 Control
- 16.7 Examples
- 17 Conclusions
- A
- References
- 12.6 Human Body Tracking
- 12.7 Experimental Results
- 13 Volumetric Analysis of the Left Ventricular Wall Motion From Mri–Spamm
- 13.1 Related Work
- 13.2 Data Extraction Techniques for Cardiac Motion Studies
- 13.3 Volumetric Deformable Models with Parameter Functions
- 13.4 Model Force Computation
- 13.5 Model Parameters
- 13.6 Implementation of Model Fitting Procedure
- 13.7 Experimental Results
- 14 Visualizing Respiratory Mechanics Based on Anatomical and Physiological Modeling
- 14.1 Related Work
- 14.2 Basic Anatomy and Physiology
- 14.3 Methods
- 14.4 Results
- 15 Recursive Dynamics and Adaptive Control for Animating Articulated Figures
- 15.1 System Description
- 15.2 Efficient Forward Dynamics
- 15.3 Collision handling
- 15.4 Dynamic Control
- 15.5 Results
- 16 Animating Liquids
- 16.1 Navier–Stokes Equations
- 16.2 Solving the Navier–Stokes equations
- 16.3 Tracking fluid position
- 16.4 Buoyancy
- 1 Introduction
- 1.1 Illustrative Examples of Modeling and Estimation
- 1.2 Chapter Outline
- 2 Geometry of Deformable Models
- 2.1 Related Work
- 2.2 Hybrid Deformable Models
- 3 Kinematics and Dynamics
- 3.1 Kinematics
- 3.2 Dynamics
- 3.3 Choosing the Order of the Motion Equations
- 4 Finite Element Implementation
- 4.1 Choosing the Appropriate Elements
- 4.2 Various Model Tessellations
- 4.3C0Elements
- 4.4C1Triangular Elements
- 4.5 Approximation of the Lagrange Equations
- 5 Applied Forces
- 5.1 Computer Vision and Medical Imaging Applications
- 5.2 Computer Graphics Applications
- 5.3 Force–Based Estimation
- 6 Model Implementation
- 6.1 Integrating the Motion Equations
- 6.2 Model Initialization
- 6.3 Computer Vision Experiments
- 6.4 Computer Graphics Experiments
- 7 Constrained Nonrigid Motion
- 7.1 Holonomic Constraints and Lagrange Multipliers
- 7.2 Stabilized Constraints
- 7.3 Fast Constraint Force Computation for Multibody Objects