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Measurement of 3D refractive index distribution by optical diffraction tomography

机译:光学衍射断层扫描的3D折射率分布测量

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Optical Diffraction Tomography (ODT), as a novel 3D imaging technique, can obtain a 3D refractive index (RI) distribution to reveal the important optical properties of transparent samples. According to the theory of ODT, an optical diffraction tomography setup is built based on the Mach-Zehnder interferometer. The propagation direction of object beam is controlled by a 2D translation stage, and 121 holograms based on different illumination angles are recorded by a Charge-coupled Device (CCD). In order to prove the validity and accuracy of the ODT, the 3D RI profile of microsphere with a known RI is firstly measured. An iterative constraint algorithm is employed to improve the imaging accuracy effectively. The 3D morphology and average RI of the microsphere are consistent with that of the actual situation, and the RI error is less than 0.0033. Then, an optical element fabricated by laser with a non-uniform RI is taken as the sample. Its 3D RI profile is obtained by the optical diffraction tomography system
机译:光学衍射断层扫描(ODT)作为一种新型3D成像技术,可以获得3D折射率(RI)分布,以揭示透明样品的重要光学性质。根据ODT理论,基于Mach-Zehnder干涉仪构建光学衍射断层扫描设置。物体光束的传播方向由2D平移级控制,基于不同照明角度的121个全息图被电荷耦合器件(CCD)记录。为了证明ODT的有效性和准确性,首先测量与已知RI的微球的3D RI分布。采用迭代约束算法有效地提高了成像精度。微球的3D形态和平均RI与实际情况相一致,RI误差小于0.0033。然后,作为样品,取出由激光制造的光学元件作为样品。其3D RI谱由光学衍射断层扫描系统获得

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