基于线性系统的快速磁场仿真

Jaeho Lim, Chang-beom Kim, S. Choi, H. Hong, JongWon Park
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引用次数: 1

摘要

在这项研究中,我们提出了一种高尚的方法来模拟和模拟有限三维区域内线圈产生的磁场的强度和方向。这种方法严格地基于比奥-萨瓦特定律,该定律确定了电流流经线圈时产生的磁场。我们还使用了有限元法(FEM),这是一种数值技术,用于在感兴趣的区域内寻找整个域的每个细分的解。该方法在引入任意轴的旋转变换方法的基础上,对三维区域内任意位置线圈附近的磁场具有较强的分析能力。此外,仿真过程中采用的线性计算系统能够对均匀多线圈产生的磁场进行高性能分析。我们强烈建议,这种高贵的方法将是一个强大的仿真工具,用于设计一个系统,该系统可以在考虑强度和方向的3-dim区域内产生磁场。
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Fast magnetic field simulation with linear system approach
In this research, we propose a noble methodology for modeling and simulation of the intensity and direction of the magnetic fields generated by coils in a limited 3-dimensional region. This method was strictly based on the Biot-Savart's law determining the magnetic fields induced by currents flowing through the coils. We also used Finite Element Method (FEM), a numerical technique for finding a solution for each subdivision of a whole domain within the regions of interest. Based on the introduction of rotational transform method for an arbitrary axis, this method possesses a strong analysis capability for the magnetic fields in the vicinity of the coil at an arbitrary position in 3-dimensional region. In addition, a linear calculation system adopted in the simulation process was able to carry on high-performance analysis for the magnetic fields generated by even multiple coils. We strongly propose that this noble method would be a powerful simulation tool for the design of a system that can generate magnetic fields within a 3-dim region of interest considering both the intensity and direction.
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