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Comparison of two methods for magnetic field synthesis on a solenoid's axis

机译:螺线管轴上两种磁场合成方法的比较

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Magnetic field synthesis problems have been discussed at length in scientific literature but they still remain as a topic of research in electrical engineering, physics and medical applications. In these disciplines, there is often a need to design an electromagnetic arrangement which can generate a magnetic field of required distribution. Such an arrangement can also work as an active shield. The aim of an active shield is to generate a specified magnetic field which counteracts the external magnetic fields in a protected region. The idea of active shielding is to construct a suitable arrangement of coils, excited with currents that generate an opposite magnetic field sufficient to cancel out the unwanted external fields. The opposite field must have the same frequency and amplitude as the external field. If the incident field presents a wide bandwidth, the final aim is to generate an opposite field in the same frequency range or at least in a range as large as possible. Two independent methods of magnetic fields synthesis, i.e. iteratively regularized Gauss-Newton method and Genetic Algorithm coupled with Bezier curves-based method, are discussed and compared in this paper.
机译:磁场合成问题已经在科学文献中进行了详尽的讨论,但是仍然仍然是电气工程,物理和医学应用领域的研究主题。在这些学科中,经常需要设计一种电磁装置,该装置可以产生所需分布的磁场。这样的布置也可以用作有源屏蔽。有源屏蔽的目的是产生一个特定的磁场,该磁场抵消受保护区域中的外部磁场。有源屏蔽的想法是构造一个合适的线圈布置,并用电流激发产生的反向磁场足以抵消不需要的外部磁场。反向场必须具有与外部场相同的频率和幅度。如果入射场具有较宽的带宽,则最终目的是在相同的频率范围内或至少在尽可能大的范围内产生相反的场。本文讨论并比较了两种独立的磁场合成方法,即迭代正则化高斯-牛顿法和遗传算法与基于贝塞尔曲线的方法相结合。

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