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Simulation of induced electric field distribution based on five-sphere model used in rTMS

机译:基于rTMS中的五球模型的感应电场分布仿真

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摘要

Repetitive Transcranial magnetic stimulation (TMS) is a relatively new technique, which is non-invasive and painless used to stimulate the central and peripheral neural tissues. The principle is generating time-varying magnetic fields to stimulate the cerebral cortex neuron and inducing eddy current inside the tissues. Many researches study on the distributing of magnetic field and electric field induced inside the human brain, whereas the static electric field was neglected roughly in many studies. In this paper, a five-sphere model is established to simulate the human head used in rTMS. According to the different dielectric properties of the head tissues, the Laplace equation of static electric field is deduced by both of Gauss theorem and current's continuity principle. Boundary conditions used in different interface between two adjacent layers in the five-sphere model is proposed in this paper. Simulating study is conducted to calculate the distribution of the electric field in the model. Simulating results suggest that the model is useful to get the parameters of the most focus coil. Therefore this study could be potential to promote the development of rTMS stimulator.
机译:重复经颅磁刺激(TMS)是一种相对较新的技术,它是无创且无痛的,用于刺激中枢和周围神经组织。原理是产生随时间变化的磁场来刺激大脑皮层神经元并在组织内部感应出涡流。许多研究对人脑内部感应的磁场和电场的分布进行了研究,而在许多研究中,静电场却被忽略了。在本文中,建立了一个五球模型来模拟rTMS中使用的人头。根据头部组织的不同介电特性,利用高斯定理和电流的连续性原理推导了静电场的拉普拉斯方程。提出了五球模型中两个相邻层之间不同界面的边界条件。进行仿真研究以计算模型中电场的分布。仿真结果表明该模型对于获得最大聚焦线圈的参数很有用。因此,这项研究可能具有促进rTMS刺激物发展的潜力。

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