Difference between revisions of "2014 Summer Project Week:Image Registration with Sliding Motion Constraints"
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<h3>Objective</h3> | <h3>Objective</h3> | ||
− | + | Common deformable image registration approaches try to estimate a continuous and smooth deformation field. | |
However in certain cases, e.g. registration of respiratory lung CT images, a globally continuous estimation of the deformation is not plausible, i.e. sliding motion of organs can not be described in a continuous way. | However in certain cases, e.g. registration of respiratory lung CT images, a globally continuous estimation of the deformation is not plausible, i.e. sliding motion of organs can not be described in a continuous way. | ||
Due to respiratory motion induced sliding of the lung along the neighboring tissue, an estimation that is discontinuous along the lung surface and continuous elsewhere would be expected and more plausible. | Due to respiratory motion induced sliding of the lung along the neighboring tissue, an estimation that is discontinuous along the lung surface and continuous elsewhere would be expected and more plausible. | ||
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*The general registration approach is formulated as optimization problem. | *The general registration approach is formulated as optimization problem. | ||
*Sliding motion of organs is explicitly modeled as constrained to the registration problem. | *Sliding motion of organs is explicitly modeled as constrained to the registration problem. | ||
+ | *The problem is discretized with a FEM approach. A numerical solution is computed with a Gauß-Newton scheme. | ||
+ | *A 2D implementation in Matlab exists. | ||
+ | *TODO: | ||
+ | *Extend code to work on 3D data | ||
+ | *ttest | ||
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Revision as of 14:15, 5 June 2014
Home < 2014 Summer Project Week:Image Registration with Sliding Motion ConstraintsKey Investigators
Fraunhofer MEVIS: Alexander Derksen Kanglin Chen
MGH: Gregory Sharp
MIT: Danielle Pace?
Project Description
Objective
Common deformable image registration approaches try to estimate a continuous and smooth deformation field. However in certain cases, e.g. registration of respiratory lung CT images, a globally continuous estimation of the deformation is not plausible, i.e. sliding motion of organs can not be described in a continuous way. Due to respiratory motion induced sliding of the lung along the neighboring tissue, an estimation that is discontinuous along the lung surface and continuous elsewhere would be expected and more plausible. In this project we work on a deformable image registration approach that takes sliding motion of organs into account, by explicitly modeling discontinuities in the deformation field.
Approach, Plan
- The general registration approach is formulated as optimization problem.
- Sliding motion of organs is explicitly modeled as constrained to the registration problem.
- The problem is discretized with a FEM approach. A numerical solution is computed with a Gauß-Newton scheme.
- A 2D implementation in Matlab exists.
- TODO:
*Extend code to work on 3D data *ttest