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Series expansion of two-dimensional fields produced by iron-core magnets

机译:由铁芯磁体产生的二维场的系列扩展

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This paper discusses the validity of a series expansion of two-dimensional magnetic fields with harmonic functions, and suggests that the series may not converge outside of the pole gap. It also points out that this difficulty may appear due to a slow convergence of the series near to the pole edge, even within the convergent area. (author)

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