涡旋磁感应:数学、几何和实验特征。

Ángel David Ramírez Galindo, Huetzin Pérez Olivas, Gustavo Basurto Islas, A. Hernandez Rayas, Fernando González López, Teodoro Córdova Fraga
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引用次数: 0

摘要

目前的一些能量传递模块和涡流磁场刺激系统大多由罗丹线圈组成。据推测,在涡流磁场刺激下,生物系统最显著的变化与磁场线的类型及其磁场梯度有关。因此,要充分发挥涡旋磁场的效率,就必须确定在该线圈内产生的涡旋磁场的特征以及磁场梯度的行为。本研究讨论了该线圈几何形状的 Biot-Savart 理论定律,并对磁感应线进行了表征。磁场建模采用有限元法;上述过程与使用三维磁强计对罗丹磁场的记录相关联。此外,还将罗丁线圈刺激所获得的结果与亥姆霍兹线圈刺激类似生物系统所获得的结果进行了比较。在第一种情况下,效果非常明显。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Vortex magnetic induction: Mathematical, geometric and experimental characterization.
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, characterizing the vortex magnetic field produced inside this coil and defining the behavior of the field gradient is necessary to take full advantage of its efficiency. The theoretical Biot-Savart law for this coil geometry is discussed in this work, and the magnetic induction lines are characterized. Magnetic field modeling is done with the finite element method; the above processes are correlated with the register of the magnetic field of the Rodin performed with a three-dimensional magnetometer. Furthermore, the results obtained with Rodin coil stimulation are compared with those obtained with Helmholtz coil stimulation of a similar biological system. The effect is widely evident in the first case.
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