1. Finite magnetic relaxation in x-space magnetic particle imaging: Comparison of measurements and ferrohydrodynamic models
- Author
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S Ceron, Laura R. Croft, Carlos Rinaldi, Patrick W. Goodwill, Daniel W. Hensley, Rohan Dhavalikar, Lorena Maldonado-Camargo, and S. M. Conolly
- Subjects
010302 applied physics ,Physics ,Tomographic reconstruction ,Acoustics and Ultrasonics ,Spectrometer ,Relaxation (NMR) ,Nanoparticle ,Condensed Matter Physics ,Space (mathematics) ,01 natural sciences ,Article ,030218 nuclear medicine & medical imaging ,Surfaces, Coatings and Films ,Electronic, Optical and Magnetic Materials ,Computational physics ,03 medical and health sciences ,Magnetization ,0302 clinical medicine ,Magnetic particle imaging ,Nuclear magnetic resonance ,0103 physical sciences ,Brillouin and Langevin functions - Abstract
Magnetic Particle Imaging (MPI) is an emerging tomographic imaging technology that detects magnetic nanoparticle tracers by exploiting their non-linear magnetization properties. In order to predict the behavior of nanoparticles in an imager, it is possible to use a non-imaging MPI relaxometer or spectrometer to characterize the behavior of nanoparticles in a controlled setting. In this paper we explore the use of ferrohydrodynamic magnetization equations for predicting the response of particles in an MPI relaxometer. These include a magnetization equation developed by Shliomis (Sh) which has a constant relaxation time and a magnetization equation which uses a field-dependent relaxation time developed by Martsenyuk, Raikher and Shliomis (MRSh). We compare the predictions from these models with measurements and with the predictions based on the Langevin function that assumes instantaneous magnetization response of the nanoparticles. The results show good qualitative and quantitative agreement between the ferrohydrodynamic models and the measurements without the use of fitting parameters and provide further evidence of the potential of ferrohydrodynamic modeling in MPI.
- Published
- 2016