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Simulation of the Magnetic Induction Vector of a Magnetic Core to be Used in FFC NMR Relaxometry

机译:FFC NMR弛豫法中使用的磁芯磁感应矢量的仿真

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This paper is a contribution for the assessment and comparison of magnet properties based on magnetic field characteristics particularly concerning the magnetic induction uniformity in the air gaps. For this aim, a solver was developed and implemented to determine the magnetic field of a magnetic core to be used in Fast Field Cycling (FFC) Nuclear Magnetic Resonance (NMR) relaxometry. The electromagnetic field computation is based on a 2D finite-element method (FEM) using both the scalar and the vector potential formulation. Results for the magnetic field lines and the magnetic induction vector in the air gap are presented. The target magnetic induction is 0.2 T, which is a typical requirement of the FFC NMR technique, which can be achieved with a magnetic core based on permanent magnets or coils. In addition, this application requires high magnetic induction uniformity. To achieve this goal, a solution including superconducting pieces is analyzed. Results are compared with a different FEM program.
机译:本文对基于磁场特性的磁体性能的评估和比较做出了贡献,特别是关于气隙中的磁感应均匀性。为此,开发并实现了一种求解器,用于确定要在快速磁场循环(FFC)核磁共振(NMR)弛豫法中使用的磁芯的磁场。电磁场的计算基于使用标量和矢量电势公式的2D有限元方法(FEM)。给出了气隙中的磁力线和磁感应矢量的结果。目标磁感应强度为0.2 T,这是FFC NMR技术的典型要求,可以使用基于永磁体或线圈的磁芯来实现。另外,该应用要求高的磁感应均匀性。为了实现此目标,分析了一种包括超导件的解决方案。将结果与其他FEM程序进行比较。

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