Uncertainty-aware Fourier ptychography

IF 20.6 Q1 OPTICS
Ni Chen, Yang Wu, Chao Tan, Liangcai Cao, Jun Wang, Edmund Y. Lam
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Abstract

Fourier ptychography (FP) offers both wide field-of-view and high-resolution holographic imaging, making it valuable for applications ranging from microscopy and X-ray imaging to remote sensing. However, its practical implementation remains challenging due to the requirement for precise numerical forward models that accurately represent real-world imaging systems. This sensitivity to model-reality mismatches makes FP vulnerable to physical uncertainties, including misalignment, optical element aberrations, and data quality limitations. Conventional approaches address these challenges through separate methods: manual calibration or digital correction for misalignment; pupil or probe reconstruction to mitigate aberrations; or data quality enhancement through exposure adjustments or high dynamic range (HDR) techniques. Critically, these methods cannot simultaneously address the interconnected uncertainties that collectively degrade imaging performance. We introduce Uncertainty-Aware FP (UA-FP), a comprehensive framework that simultaneously addresses multiple system uncertainties without requiring complex calibration and data collection procedures. Our approach develops a fully differentiable forward imaging model that incorporates deterministic uncertainties (misalignment and optical aberrations) as optimizable parameters, while leveraging differentiable optimization with domain-specific priors to address stochastic uncertainties (noise and data quality limitations). Experimental results demonstrate that UA-FP achieves superior reconstruction quality under challenging conditions. The method maintains robust performance with reduced sub-spectrum overlap requirements and retains high-quality reconstructions even with low bit sensor data. Beyond improving image reconstruction, our approach enhances system reconfigurability and extends FP’s capabilities as a measurement tool suitable for operation in environments where precise alignment and calibration are impractical.

Abstract Image

不确定性感知傅立叶平面印刷术
傅里叶平面摄影(FP)提供宽视场和高分辨率全息成像,使其在从显微镜和x射线成像到遥感的应用中具有价值。然而,由于需要精确的数值正演模型来准确地代表现实世界的成像系统,因此其实际实施仍然具有挑战性。这种对模型与现实不匹配的敏感性使得FP容易受到物理不确定性的影响,包括不对准、光学元件像差和数据质量限制。传统方法通过不同的方法解决这些挑战:手动校准或数字校正不对准;瞳孔或探头重建以减轻像差;或通过曝光调整或高动态范围(HDR)技术提高数据质量。关键的是,这些方法不能同时解决相互关联的不确定性,共同降低成像性能。我们介绍了不确定性感知FP (UA-FP),这是一个综合框架,可以同时解决多个系统不确定性,而不需要复杂的校准和数据收集程序。我们的方法开发了一种完全可微的正演成像模型,该模型将确定性不确定性(不对准和光学像差)作为可优化参数,同时利用特定领域先验的可微优化来解决随机不确定性(噪声和数据质量限制)。实验结果表明,在具有挑战性的条件下,UA-FP具有较好的重建质量。该方法具有较低的子频谱重叠要求,即使在低位传感器数据下也能保持高质量的重建。除了改善图像重建,我们的方法增强了系统可重构性,并扩展了FP作为测量工具的能力,适合在精确对准和校准不切实际的环境中操作。
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来源期刊
Light-Science & Applications
Light-Science & Applications 数理科学, 物理学I, 光学, 凝聚态物性 II :电子结构、电学、磁学和光学性质, 无机非金属材料, 无机非金属类光电信息与功能材料, 工程与材料, 信息科学, 光学和光电子学, 光学和光电子材料, 非线性光学与量子光学
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803
审稿时长
2.1 months
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