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- W2199640705 abstract "Computed tomography is the technique of estimating the interior of objects from measurements through the object, well-known from medical applications. In the case of magnetic field tomography (MFT) measurements of ionizing radiation is relieved by that of magnetic fields. The corresponding inverse field problems are usually solved applying minimum norm solutions. The required magnetic field data can be measured using MFT techniques. Then, the current density distribution producing the magnetic field can be reconstructed or certain current sources can be identified. We describe inverse techniques usually applied in modern biomedical investigations of bioelectromagnetism and their aptitude for reconstruction of current density distributions. Furthermore, we consider the possibilities to verify the corresponding inverse solution methods. We demonstrate how physical phantoms can be used to verify computer simulation as well as measuring systems. Finally, we apply this strategy to the solution of an inverse problem in magnetic fluid dynamics (MFD) where the goal is the identification or reconstruction of the interface between two conductive fluids using MFT measuring data which have been recorded from phantom experiments." @default.
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- W2199640705 date "2006-04-04" @default.
- W2199640705 modified "2023-10-02" @default.
- W2199640705 title "Verification of magnetic field tomography inverse problem solutions using physical phantoms" @default.
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