衍射
傅里叶变换
光学
Kramers–Kronig关系
材料科学
显微镜
断层摄影术
衍射层析成像
物理
数学
数学分析
折射率
作者
Zhidong Bai,Shun Zhou,Linpeng Lu,Habib Ullah,Ran Ye,Qian Chen,Chao Zuo
标识
DOI:10.1002/lpor.202500705
摘要
Abstract A high‐efficiency 3D refractive index (RI) tomography method is presented, termed Kramers–Kronig relations‐assisted Fourier ptychographic diffraction tomography (KK‐FPDT). This approach integrates the spatial‐domain Kramers–Kronig (KK) relations with Fourier ptychographic diffraction tomography (FPDT), enabling high‐quality RI reconstruction from intensity images captured under both matched and non‐matched illuminations. By leveraging KK relations, the initial 3D scattering potential spectrum is generated deterministically, which significantly accelerates convergence in the subsequent iterative FPDT reconstruction process. KK‐FPDT overcomes the limitations of conventional KK‐ODT methods, which are constrained by matched illumination conditions, thereby improving spectral coverage and reconstruction quality significantly. Experiments on microspheres, resolution targets, and biological samples (including 3T3 cells and Pandorina morum ) validated KK‐FPDT's capability for high‐resolution 3D RI imaging with 340 nm lateral resolution. KK‐FPDT offers a robust and versatile solution for label‐free quantitative analysis of cellular and tissue morphology, paving the way for broader biomedical applications.
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