In this paper, we propose an optimization method for Fourier holograms that enables high-quality optical reconstruction of phase-only Fourier holograms. We define the amplitude of the input image for Fourier hologram calculation as an optimization plane within a camera-in-the-loop (CITL) framework to generate computer-generated holograms (CGHs) with superior optical reconstruction quality. Unlike traditional CITL methods that optimize phase holograms, our proposed method optimizes input amplitudes that exhibit a high correlation with the original input images in the Fourier hologram. Leveraging this correlation, we introduce a neural network model, PFHNet, to infer the optimized input amplitudes from the original images, thereby addressing the time-consuming nature of the traditional CITL algorithm, which is hindered by repetitive calculations. During the training process, PFHNet employs our proposed CITL to account for non-ideal forward propagation, i.e., optical propagation. Optical experiments demonstrate that both our proposed CITL method and PFHNet effectively reduce noise in the Fourier optical path.
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Yeom et al. (2024) studied this question.
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