One-shot absolute pattern for dense reconstruction using DeBruijn coding and Windowed Fourier Transform
نویسندگان
چکیده
Shape reconstruction using coded structured light (SL) is considered one of the most reliable techniques to recover object surfaces. Among SL techniques, the achievement of dense acquisition for moving scenarios constitutes an active field of research. A common solution is to project a single one-shot fringe pattern, extracting depth from the phase deviation of the imaged pattern. However, the algorithms employed to unwrap the phase are computationally slow and can fail in the presence of depth discontinuities and occlusions. In this work, a proposal for a new one-shot dense pattern that combines DeBruijn and Windowed Fourier Transform to obtain a dense, absolute, accurate and computationally fast 3D reconstruction is presented and compared with other existing techniques. & 2012 Elsevier B.V. All rights reserved.
منابع مشابه
One-shot pattern projection for dense and accurate 3D acquisition in structured light
This thesis focuses on the problem of 3D acquisition using coded structured light (CSL). CSL aims to retrieve the 3D information of an object shape by means of a camera or set of cameras and a coded active device that projects a pattern onto the scene. This pattern imposes the illusion of texture onto an object, increasing the number of correspondences even in presence of textureless surfaces. ...
متن کاملInverse Source Problems for the Helmholtz Equation and the Windowed Fourier Transform
In this work we extend the qualitative reconstruction method for inverse source problems for time-harmonic acoustic and electromagnetic waves in free space, recently developed in [R. Griesmaier, M. Hanke, and T. Raasch, SIAM J. Sci. Comput., 34 (2012), pp. A1544–A1562], to a relevant three-dimensional setting. The reconstruction algorithm relies on the fact that a windowed Fourier transform of ...
متن کاملOn optimum oversampling in the Gabor scheme
The windowed Fourier transform of a time signal is considered, as well as a way to reconstruct the signal from a su ciently densely sampled version of its windowed Fourier transform using a Gabor representation; followingGabor, sampling occurs on a two-dimensional time-frequency lattice with equidistant time intervals and equidistant frequency intervals. In the limit of innitely dense sampling,...
متن کاملReal Clifford Windowed Fourier Transform
We study the windowed Fourier transform in the framework of Clifford analysis, which we call the Clifford windowed Fourier transform (CWFT). Based on the spectral representation of the Clifford Fourier transform (CFT), we derive several important properties such as shift, modulation, reconstruction formula, orthogonality relation, isometry, and reproducing kernel. We also present an example to ...
متن کاملOptimum sampling distances in the Gabor scheme
| The windowed Fourier transform of a time signal is considered, as well as a way to reconstruct the signal from a suuciently densely sampled version of its windowed Fourier transform using a Gabor representation; following Gabor, sampling occurs on a two-dimensional time-frequency lattice with equidistant time intervals and equidistant frequency intervals. For suuciently dense sampling, the sy...
متن کامل