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Superiority of Bessel function over Zernicke polynomial as base function for radial expansion in tomographic reconstruction

机译:Bessel函数优于Zernicke多项式作为层析重建中径向扩展的基础函数

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Here we describe the superiority of Bessel function as base function for radial expansion over Zernicke polynomial in the tomographic reconstruction technique. The causes for the superiority have been described in detail. The superiority has been shown both with simulated data for Kadomtsev’s model for saw-tooth oscillation and real experimental x-ray data from W7-AS Stellarator. Keywords Soft x-ray tomography - tokamak - Kadomtsev’s model - MHD mode PACS Nos 87.59.Fm - 52.55.Tn - 52.55.Fa - 52.70.La
机译:在这里,我们描述了在层析重建技术中,贝塞尔函数作为基函数的径向扩展优于Zernicke多项式的优势。优势的原因已经详细描述。 Kadomtsev的锯齿振动模型的仿真数据和W7-AS Stellarator的真实实验X射线数据都显示了优越性。软X射线断层扫描-托卡马克-Kadomtsev模型-MHD模式PACS编号87.59.Fm-52.55.Tn-52.55.Fa-52.70.La

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