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Field representation of a watt balance magnet by partial profile measurements

机译:瓦特平衡磁体的局部轮廓测量场表示

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摘要

Permanent magnets with high-permeability yokes have been widely used in watt balances for supplying a robust and strong magnetic field at the coil position. Subjected to the mechanical realization, only several B-r(z) (radial magnetic field along the vertical direction) profiles can be measured by coils or a magnetic probe for field characterization. In this article, we present an algorithm that can construct the global magnetic field of the air gap based on N(N >= 1) additional measurements of B-r(z) profiles. The proposed algorithm is realized by polynomially estimating the B-z(r) function with analysis of basic relations between two magnetic components in air gap, i.e. B-r(r, z) and B-z(r, z), following Maxwell's equations. The algorithm, verified by FEM simulations, can characterize the three-dimensional contribution of the magnetic field for a watt balance magnet with acceptable accuracy, which would supply basic field parameters for alignment and misalignment corrections.
机译:具有高磁轭的永磁体已被广泛用于瓦特天平中,以在线圈位置提供强大的磁场。受机械实现的约束,线圈或磁探针只能测量几个B-r(z)(沿垂直方向的径向磁场)轮廓以进行场表征。在本文中,我们提出了一种算法,该算法可以基于B-r(z)轮廓的N(N> = 1)个附加测量值来构造气隙的全局磁场。通过对气隙中两个磁性分量之间的基本关系(即B-r(r,z)和B-z(r,z))遵循麦克斯韦方程进行多项式估计B-z(r)函数,可以实现该算法。通过FEM仿真验证的算法可以表征具有可接受精度的瓦特平衡磁体的磁场的三维贡献,这将为校正和未对准提供基本的磁场参数。

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