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Computing arbitrary fractional powers of a transform operator from selected precomputed fractional powers of the operator

机译:根据选择的运算符的预先计算的分数幂计算变换算符的任意分数幂

摘要

A computer-implemented system and method for correcting misfocus in original particle beam image data by using a fractional Fourier transform operation or an approximation of it. In one embodiment, the particle beam image data is produced by an electron microscope. The approximation of a fractional Fourier transform operation may comprise a portion of a Taylor series expansion, a Hermite function expansion, a perturbation approximation, a singular integral approximation, or an infinitesimal generator. The described embodiments provide for the reconstruction of phase information associated with the original image data, and for the reconstructed phase information to also utilize an approximation of a fractional Fourier transform operation. The focus correction can be selected and controlled by user interaction or an automatic feedback control system that may include optimization.
机译:一种通过分数阶傅立叶变换操作或其近似来校正原始粒子束图像数据中的失焦的计算机实现的系统和方法。在一实施例中,粒子束图像数据是由电子显微镜产生的。分数阶傅立叶变换操作的近似值可以包括泰勒级数展开,厄米函数展开,扰动近似,奇异积分近似或无穷小生成器的一部分。所描述的实施例提供了与原始图像数据相关联的相位信息的重构,并且重构的相位信息还利用分数傅立叶变换操作的近似。可以通过用户交互或可以包括优化的自动反馈控制系统来选择和控制焦点校正。

著录项

  • 公开/公告号US7697777B2

    专利类型

  • 公开/公告日2010-04-13

    原文格式PDF

  • 申请/专利权人 LESTER F. LUDWIG;

    申请/专利号US20070929360

  • 发明设计人 LESTER F. LUDWIG;

    申请日2007-10-30

  • 分类号G06K9/40;G06K9/36;

  • 国家 US

  • 入库时间 2022-08-21 18:50:19

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