Fourier transform profilometry (FTP) is a classic three-dimensional (3D) shape measurement technique that can retrieve the wrapped phase from a single fringe pattern. However, suffering from the spectral leakage and overlapping problems, it generally yields a coarse phase map with low spatial resolution and precision. Recently, deep learning has been introduced to the field of Fringe projection profilometry (FPP), revealing promising results in fringe analysis, phase unwrapping, depth constraint and system calibration. However, for absolute shape measurement of general objects, the inherent depth ambiguity problem of a single fringe is still insurmountable. In this work, we propose a composite deep learning framework for absolute 3D shape measurement based on single fringe phase retrieval and speckle correlation. Our method combines the advantages of FPP techniques for high-resolution phase retrieval and speckle correlation approaches for robust unambiguous depth measurement. The proposed deep learning framework comprises two paths: one is a U-net-structured network, which is used to extract the wrapped phase maps from a single fringe pattern with high accuracy (but with depth ambiguities). The other stereo matching network produces the initial absolute (but with low resolution) disparity map from an additional speckle pattern. The initial disparity map is refined by exploiting the wrapped phase maps as an additional constraint and finally, a high-accuracy high-resolution disparity map for absolute 3D measurement can be obtained. Experimental results demonstrated that the proposed deep-learning-based method could realize high-precision absolute 3D measurement with an accuracy of 50 µm for measuring objects with complex surfaces.
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