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Sequential on-line construction for ensemble phase-retrieved images

机译:整体相位检索图像的顺序在线构造

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The reconstruction of a target image from its diffraction pattern is referred to as “diffractive imaging,” and this has been focused as a new microscopy. Fourier phase retrieval is required during the imaging process by means of numerical computations using computers. However, it is difficult to establish a complete convergence using an incomplete diffraction pattern such as experimental data in the retrieving process. A simple averaging procedure by weak phase-retrieved results using different initials is often used. Recently, the spherical shell structure of the retrieved images has been investigated and the center of the shell is to be a superior retrieved result. Therefore, it is important to construct such a structure by the retrieved images in order to reconstruct the target image. In this paper, a novel sequential on-line algorithm for effectively constructing the spherical shell structure of the images is introduced. A numerical demonstration is also presented using the Fourier intensities contaminated with Poisson noise.
机译:从其衍射图样重建目标图像称为“衍射成像”,这已被聚焦为一种新的显微镜。在成像过程中,需要使用计算机进行数值计算来进行傅立叶相位恢复。但是,在检索过程中使用诸如实验数据之类的不完整衍射图很难建立完全收敛。通常使用通过使用不同的首字母的弱相位检索结果的简单平均程序。近来,已经研究了检索图像的球形壳结构,并且壳的中心将是更好的检索结果。因此,重要的是通过检索到的图像构造这样的结构以便重建目标图像。本文介绍了一种有效构造图像球壳结构的新型顺序在线算法。还使用受泊松噪声污染的傅立叶强度进行了数值演示。

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