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Revista mexicana de física
versión impresa ISSN 0035-001X
Resumen
RAMIREZ-GALINDO, A. D. et al. Vortex magnetic induction: Mathematical, geometric and experimental characterization. Rev. mex. fis. [online]. 2024, vol.70, n.3, e030901. Epub 22-Sep-2025. ISSN 0035-001X. https://doi.org/10.31349/revmexfis.70.030901.
Some current energy transfer modules and magnetic stimulation systems with vortex fields are mostly composed of a Rodin coil. It has been hypothesized that the most significant changes in the biological system stimulated with vortex magnetic fields are related to the type of field lines and its magnetic field gradient. Therefore, to take advantage of its efficiency, it is necessary to characterize the vortex magnetic field produced inside this coil and to define the behavior of the field gradient. The theoretical Biot-Savart law for this coil geometry is discussed in this work, and the magnetic induction lines are characterized. Magnetic field modeling was carried out with the finite element method; the above processes correlated with the register of the magnetic field of the Rodin performed with a three-dimensional magnetometer. Furthermore, the obtained results with Rodin coil stimulation were compared with those obtained with Helmholtz coil stimulation of a similar biological system. The effect is widely evident in the first case.
Palabras llave : FEM model; magnetic stimulation; simulation; vortex.












