Within biomedical microwave tomography, a spatial iterative method for the reconstruction of the complex permittivity of inhomogeneous lossy dielectric objects with arbitrary shape from their scattered electric field is shown. Starting from the integral representation of the electric field and by means of the method of moments (MoM) and a first order linearization of the resulting expressions, the integral equations are converted into matrix equations building an iterative scheme. This technique has been developed for the bidimensional TM case with cylindrical geometry. The advantages and limitations of this algorithm are also discussed.Peer ReviewedPostprint (published version
International audienceA method for reconstructing the complex permittivity profile of lossy dielectr...
A new inverse microwave imaging algorithm is presented which has the ability to obtain quantitative ...
Two algorithms for image reconstruction in electromagnetic imaging are proposed. The first approach ...
Within biomedical microwave tomography, a spatial iterative method for the reconstruction of the com...
Within biomedical microwave tomography, a spatial iterative method for the reconstruction of the com...
649-653An inverse iterative algorithm for microwave imaging based on moment method solution is pres...
A two-dimensional microwave system is developed to explore the possibility of imaging the distributi...
A class of microwave imaging methods based on integral equations and the moment method is considered...
An iterative complex permittivity reconstruction technique for two-dimensional near-field imaging is...
A 2D-TM iterative complex permittivity reconstruction algorithm is presented. A particular feature o...
An iterative complex permittivity reconstruction technique for two-dimensional near-field imaging is...
An iterative complex permittivity reconstruction technique for two-dimensional near-field imaging is...
An iterative complex permittivity reconstruction technique for two-dimensional near-field imaging is...
An iterative complex permittivity reconstruction technique for two-dimensional near-field imaging is...
Microwave imaging can be applied in many different areas, including industrial, scientific and medic...
International audienceA method for reconstructing the complex permittivity profile of lossy dielectr...
A new inverse microwave imaging algorithm is presented which has the ability to obtain quantitative ...
Two algorithms for image reconstruction in electromagnetic imaging are proposed. The first approach ...
Within biomedical microwave tomography, a spatial iterative method for the reconstruction of the com...
Within biomedical microwave tomography, a spatial iterative method for the reconstruction of the com...
649-653An inverse iterative algorithm for microwave imaging based on moment method solution is pres...
A two-dimensional microwave system is developed to explore the possibility of imaging the distributi...
A class of microwave imaging methods based on integral equations and the moment method is considered...
An iterative complex permittivity reconstruction technique for two-dimensional near-field imaging is...
A 2D-TM iterative complex permittivity reconstruction algorithm is presented. A particular feature o...
An iterative complex permittivity reconstruction technique for two-dimensional near-field imaging is...
An iterative complex permittivity reconstruction technique for two-dimensional near-field imaging is...
An iterative complex permittivity reconstruction technique for two-dimensional near-field imaging is...
An iterative complex permittivity reconstruction technique for two-dimensional near-field imaging is...
Microwave imaging can be applied in many different areas, including industrial, scientific and medic...
International audienceA method for reconstructing the complex permittivity profile of lossy dielectr...
A new inverse microwave imaging algorithm is presented which has the ability to obtain quantitative ...
Two algorithms for image reconstruction in electromagnetic imaging are proposed. The first approach ...