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An improved SIMPLEC scheme for fluid registration
by
Hakim, Abdelilah
, Alahyane, Mohamed
, Raghay, Said
, Laghrib, Amine
in
Context
/ Deformation
/ Dynamic stability
/ Fluid dynamics
/ fluid registration
/ Ill posed problems
/ Image registration
/ Implicit methods
/ Medical imaging equipment
/ Methods
/ Navier Stokes equations
/ Partial differential equations
/ Registration
/ Robustness (mathematics)
/ SIMPLEC
2023
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An improved SIMPLEC scheme for fluid registration
by
Hakim, Abdelilah
, Alahyane, Mohamed
, Raghay, Said
, Laghrib, Amine
in
Context
/ Deformation
/ Dynamic stability
/ Fluid dynamics
/ fluid registration
/ Ill posed problems
/ Image registration
/ Implicit methods
/ Medical imaging equipment
/ Methods
/ Navier Stokes equations
/ Partial differential equations
/ Registration
/ Robustness (mathematics)
/ SIMPLEC
2023
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Do you wish to request the book?
An improved SIMPLEC scheme for fluid registration
by
Hakim, Abdelilah
, Alahyane, Mohamed
, Raghay, Said
, Laghrib, Amine
in
Context
/ Deformation
/ Dynamic stability
/ Fluid dynamics
/ fluid registration
/ Ill posed problems
/ Image registration
/ Implicit methods
/ Medical imaging equipment
/ Methods
/ Navier Stokes equations
/ Partial differential equations
/ Registration
/ Robustness (mathematics)
/ SIMPLEC
2023
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Journal Article
An improved SIMPLEC scheme for fluid registration
2023
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Overview
The image registration is always a strongly ill-posed problem, a stable numerical approach is then desired to better approximate the deformation vectors. This paper introduces an efficient numerical implementation of the Navier Stokes equation in the fluid image registration context. Although fluid registration approaches have succeeded in handling large image deformations, the numerical results are sometimes inconsistent and unexpected. This is related, in fact, to the used numerical scheme which does not take into consideration the different properties of the continuous operators. To take into account these properties, we use a robust numerical scheme based on finite volume with pressure correction. This scheme, which is called by the Semi-Implicit Method for Pressure-Linked Equation-Consistent (SIMPLEC), is known for its stability and consistency in fluid dynamics context. The experimental results demonstrate that the proposed method is more efficient and stable, visually and quantitatively, compared to some classical registration methods.
Publisher
Vilnius Gediminas Technical University
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